{
 "metadata": {
  "signature": "sha256:42f6af49d6228a9a282194389272b3db4571e9e205f0741d7933b6071b1605bf"
 },
 "nbformat": 3,
 "nbformat_minor": 0,
 "original_thread": "582ed9f4228e5ba295a903d1",
 "worksheets": [
  {
   "cells": [
    {
     "cell_type": "markdown",
     "id": "AF739EA929214E988BFE2CF80513171B",
     "metadata": {},
     "source": [
      "## \u6982\u8ff0\n",
      "---\n",
      "\u524d\u6587\u6211\u4eec\u5df2\u7ecf\u4ecb\u7ecd\u8fc7\u8de8\u54c1\u79cd\u5957\u5229\uff0c\u8de8\u54c1\u79cd\u5957\u5229\u6240\u9009\u62e9\u7684\u54c1\u79cd\u4ece\u7ecf\u6d4e\u89d2\u5ea6\u6765\u8bf4\uff0c\u5b83\u4eec\u53ef\u80fd\u5904\u4e8e\u540c\u4e00\u4ea7\u4e1a\u94fe\u7684\u4e0a\u4e0b\u6e38\uff0c\u6bd4\u5982\u7389\u7c73\u4e0e\u6dc0\u7c89\uff0c\u4e5f\u6709\u53ef\u80fd\u5177\u6709\u53ef\u66ff\u4ee3\u6216\u8005\u4e92\u8865\u7684\u5173\u7cfb\uff0c\u6bd4\u5982\u8c46\u6cb9\u4e0e\u83dc\u6cb9\u3002\u4e00\u822c\u6765\u8bf4\u540c\u4e00\u4ea7\u4e1a\u94fe\u7684\u54c1\u79cd\u76f8\u5173\u6027\u8f83\u9ad8\uff0c\u65e0\u8bba\u662f\u4ece\u57fa\u672c\u9762\u8fd8\u662f\u7edf\u8ba1\u89c4\u5f8b\u51fa\u53d1\u5747\u6bd4\u8f83\u5bb9\u6613\u627e\u5230\u903b\u8f91\u652f\u6491\uff0c\u5e38\u89c1\u7684\u4ea7\u4e1a\u94fe\u4e3b\u8981\u5305\u62ec\u9ed1\u8272\u4ea7\u4e1a\u94fe\u3001\u8c46\u7c7b\u6cb9\u8102\u4ea7\u4e1a\u94fe\u3001\u5316\u5de5\u4ea7\u4e1a\u94fe\u7b49\u7b49\u3002\u5bf9\u540c\u4e00\u4ea7\u4e1a\u94fe\u4e2d\u76f8\u5173\u6027\u5f88\u5f3a\u7684\u54c1\u79cd\u7684\u671f\u8d27\u5408\u7ea6\u5206\u522b\u8fdb\u884c\u4e70\u5165\u548c\u4e70\u51fa\uff0c\u901a\u8fc7\u54c1\u79cd\u95f4\u7684\u5f3a\u5f31\u53d8\u5316\u5f15\u53d1\u4ef7\u5dee\u7684\u6536\u7f29\u4e0e\u6269\u5927\uff0c\u4ece\u800c\u5b9e\u73b0\u4ef7\u5dee\u6536\u76ca\u3002\u201c\u865a\u62df\u94a2\u5382\u201d\u7684\u6784\u5efa\u6b63\u662f\u5229\u7528\u87ba\u7eb9\u94a2\u548c\u5176\u4e3b\u8981\u539f\u6750\u6599\uff1a\u94c1\u77ff\u77f3\u548c\u7126\u70ad\uff0c\u4e09\u79cd\u4e0a\u4e0b\u6e38\u54c1\u79cd\u4e4b\u95f4\u7684\u4ef7\u683c\u7684\u4e0d\u5e73\u8861\u53d8\u5316\u800c\u4ea7\u751f\u7684\u4ef7\u5dee\u6536\u76ca\uff0c\u662f\u4e00\u79cd\u8de8\u54c1\u79cd\u5957\u5229\u7684\u7b56\u7565\u3002"
     ]
    },
    {
     "cell_type": "markdown",
     "id": "D858E74AF3D947669D972261448B450E",
     "metadata": {},
     "source": [
      "## \u4e00\u3001\u53ef\u884c\u6027\u5206\u6790\n",
      "---\n",
      "\u6211\u4eec\u9996\u5148\u6765\u770b\u770b\u8fd9\u4e09\u4e2a\u54c1\u79cd\u7684\u5386\u53f2\u8d70\u52bf:"
     ]
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "id": "9B1A8588435C400DA12B9935615DC5A1",
     "input": [
      "import numpy as np\n",
      "import matplotlib.pyplot as plt\n",
      "import seaborn as sns\n",
      "import pandas as pd\n",
      "import talib\n",
      "from collections import deque\n",
      "from CAL.PyCAL import font\n",
      "import DataAPI\n",
      "import scipy.stats as st"
     ],
     "language": "python",
     "metadata": {},
     "outputs": []
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "id": "2EAD3174F3F84FBB8BF53C24533DF687",
     "input": [
      "rbm0 = DataAPI.MktMFutdGet(mainCon=u\"1\", contractObject=u\"RB\",startDate=u\"2013-11-01\",endDate=u\"2016-06-01\",field=[u'closePrice', 'tradeDate'],pandas=\"1\")\n",
      "im0 = DataAPI.MktMFutdGet(mainCon=u\"1\", contractObject=u\"I\",startDate=u\"2013-11-01\",endDate=u\"2016-06-01\",field=[u'closePrice', 'tradeDate'],pandas=\"1\")\n",
      "jm0 = DataAPI.MktMFutdGet(mainCon=u\"1\", contractObject=u\"J\",startDate=u\"2013-11-01\",endDate=u\"2016-06-01\",field=[u'closePrice', 'tradeDate'],pandas=\"1\")\n",
      "y = np.array(rbm0['closePrice'])\n",
      "x1 = np.array(im0['closePrice'])\n",
      "x2 = np.array(jm0['closePrice'])\n",
      "\n",
      "fig = plt.figure(figsize=(15, 5))\n",
      "sns.set_style('whitegrid')\n",
      "ax = fig.add_subplot(111)\n",
      "ax.set_xlim(0, len(rbm0))\n",
      "ax.plot(y, color = '#000000', label='rb', lw=3)\n",
      "ax.plot(x1, 'r', label='i', lw=3)\n",
      "ax.plot(x2, 'g', label='j', lw=3)\n",
      "ax.set_xticks(range(0, len(rbm0), 60))\n",
      "ax.legend(loc=1)\n",
      "xlabel = ax.set_xticklabels([rbm0.ix[i, 'tradeDate'] for i in ax.get_xticks()])\n",
      "title = ax.set_title(u'\u87ba\u7eb9\uff0c\u94c1\u77ff\u77f3\uff0c\u7126\u70ad\u4ef7\u683c\u5386\u53f2\u8d70\u52bf\u56fe', loc=u'center', fontproperties=font, fontsize=16)"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "data": {
        "image/png": 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RhIWHh2c6XNLf35+RI0dibm5O/fr1+f333zP88p6fi0+kNReuVq1a7Ny5M9MFUGJiYrh4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hkhvzQfIohgJDNCYl4ibIwoRjCrOAvWcmsYSg1RUFqAL899ib9u/oV+Tv0wwm0Eulp2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\nACmGiUmEzIBYAAAAAElFTkSuQmCC\n",
        "text/plain": "<matplotlib.figure.Figure at 0x970a3d0>"
       },
       "metadata": {},
       "output_type": "display_data",
       "png": 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HfPfddxw5cgS1Wo2pqSlHjhyhcePGrFmzJtfvJsmcEEIIIYQQ4pPl4OBAeHh4\nnt4zPDw8S8lchQoVMDU1BUBbW5uuXbsC0KtXL65evZrrOCSZE0IIIYQQQnyybGxs0NPTy9N76unp\nYWNjk+l1hQsXTvecSqXKdRySzAkhhBBCCCE+WTY2NoSFhaFWq5WfK1euaBxn9ycsLCxLyVxKCQkJ\n/PXXXwC4urrSsGHDXL+bJHPZdP/+fUJDQ993GEIIIYQQQoiPSJEiRbhx4wY9e/bk0qVLjBs3Ltf3\nlNUss+DevXsEBwezefNmNm3ahI6ODl27dmXz5s0YGBi87/CEEEIIIYQQH5iKFSvi6uqqHCfPkZs+\nfXqePUOSuRRiY2PZv38/58+fp0CBAvzyyy+cPHkSKysr4uPjlevi4+NxdXVl4cKFrFix4j1GLIQQ\nQgghhPhcSTL3/92/f5/+/ftz5coVpWzlypUZ1tmzZw+//fYbOjrSjEIIIYQQQoh366OYM5dyKdH/\n/vuPu3fv5un9g4KCaNOmjUYilx5ra2tKlSql1Dt58mSexiKEEEIIIYQQWfFRJHPFixenb9++rF27\nFhMTE2rWrEm/fv2YOXMmgwcPZtasWURHR2f7vgEBAVhbW2NoaMjTp08BKFCgAJUqVdK4zsTEhICA\nAMLCwnB0dGT48OHKua5duzJlyhT++++/3L2kEEIIIYQQQmTDRzE+MDExkQMHDnDgwAGlzNnZWeOa\nhw8fsmPHjkz3a3j58iWDBg3C3d2dqKgojXMqlYrDhw/zzTffcPjwYfbv30/Hjh0ZOHAgBQoUUK4b\nPHiwxiaBDg4OODg40Lp1azp27MiIESMwNjbOzSsLIYQQQgghRIY+ip65rHBycmL58uUaZefOnaNq\n1ao0b96c4OBg4uLisLS05Pjx46kSOYC5c+fyzTffAEm7su/YsYMhQ4ZoJHIADRo0wNbWNtUmgB4e\nHsydO5e6detKT50QQgghhBAiX30Uydz69etTlVWuXJlRo0ZRoUIFpczW1hYfHx8Abt26Ra9evXj4\n8CGenp7MmDGDiRMn8vfff2vcR6VSMWHCBC5cuMDs2bOzHNOiRYt49eoVR48excLCAm1tbeXcmzdv\nsLS05ODBg1hYWLB58+bsvrIQQgghhBDiIzZw4MB8f8ZHMczS2tqay5cvs3nzZmrWrMmlS5coVqwY\nkLSdQKtWrbhy5QqxsbEMHTqUc+fO0bdvX16/fq3cY8uWLRr3rF69Oi1btsTKyoqOHTvmKK6CBQvS\nrVs3unVqQLVHAAAgAElEQVTrxvPnz9m+fTu2trao1Wp8fHywsLAA4ODBg2hra1OiRAn++ecfevXq\nRcuWLXPYGkIIIYQQQogP3Z49e/L9GR9FMqdSqdi4cSMTJ06kUqVKSiIHoKury/bt22nYsCExMTFc\nvXoVPT29DO/Xv39/9uzZk+n8uuwoV64c06dPp2zZsowYMSLV+ZSLpqxatYq7d+9iZGREdHQ0hQoV\nyrM4hBBCCCGEEO/fV199xbVr1/L1GR/FMEtISujq1q2rkcglq1OnDgsWLEiznrW1NUWLFlWO27Zt\ny5YtW/I0kUtp+PDh7Nq1K9V8upSioqKwt7dn7NixFC1alCFDhqBWq/MlHiGEEEIIIT5rDg6grw8q\nlfLTqHFjjeNs/+jrJ903A/mVb6T00SRzmZk0aRKtWrXSKDMxMWHNmjVcv34dZ2dn/vnnH06fPk2R\nIkXyNZZBgwZx//59Tp06xeXLl6levXqq3re1a9fi6OhIYmIiO3fu5OrVq/kakxBCCCGEEJ8lBwdI\nsW91nggPzzSZexc+imGWWaGtrc0ff/zB2LFjefbsGUZGRtjb21OgQAGqVatGtWrV3mk85cqVo1y5\ncgD4+voCoFaradKkCV5eXqmu37JlC40aNXqnMQohhBBCCPHJs7GBuXPzNqHT00u673uWac9cbGws\nlpaWmJub0717d5YtWwbAmjVrMDMzw8LCAgsLC86dO6fUcXR0pHPnznTt2hUPDw+l/ObNm/Ts2ZMu\nXbqwcOHCPH8ZIyMjjhw5gpeXF4cOHaJ27dp5/ozcUKlUrFixAn19/VTndu/enaONz4UQQgghhBAZ\nsLGBsDBQq5UfrytXNI6z/RMWlmky9y6mUWXaM6erq8uOHTsoXLgwCQkJDBw4UOlZGj58uMbCHgD3\n7t3Dzc2NP//8k+fPnzN8+HCOHz+OSqVi7ty5LFy4EFNTU0aPHo27uztt2rTJnzf7QLVu3ZrAwEBu\n375NXFwcAwYM4OHDh4SGhrJs2TJmzpz5vkMUQgghhBBC5NIHM2cueTGP2NhYEhMTKV68OJB2tnnq\n1Cm6deuGjo4ORkZGVK5cGW9vb4KDg4mIiMDU1BQAc3NzTp48mVfv8VEpXLgwDRs2pFmzZnz//fdK\n+axZs3B3d3+PkQkhhBBCCCHywrtYEyNLyVxiYiLm5ua0atWKpk2bUr16dQCcnJzo3bs3P//8M2Fh\nYQAEBgZSvnx5pa6hoSGBgYEEBgYqc8hSln/uUi7ckpiYyM8//6yci4mJwdvbm/j4eAICAli6dClD\nhw7l7Nmz7ytcIYQQQgghxAciS8mclpYWBw8e5Ny5c1y5coVLly4xaNAgTp06xaFDhyhTpgz29vb5\nHesnqUCBAuzevRttbW0A3N3d8fPzIzExkR49elC/fn0qVKhAnTp1mDZtGjt27KBDhw5s3rw5zZ7R\nEydO0LhxY0aPHq0k2EIIIYQQQohPT7ZWs9TT0+Prr7/Gx8eHpk2bKuXffvstY8eOBZJ63J49e6ac\ne/78OYaGhqnKAwMDMTQ0zNJz01r98VPTsmVLZYhljRo1+PLLL7l79y4AwcHBGtcmJCQwatQoNmzY\nwLx58zAwMACSVs0cNmwYMTExeHl5cezYMTZs2KCcF9nzOfze5Sdpv5yTtss5abvckfbLOWm7nJO2\nyx1pv5z7FNou02QuJCSEAgUKoK+vT3R0NBcuXGD8+PEEBwcrScKJEyf48ssvAWjfvj1Tpkxh2LBh\nBAYG8vjxY0xNTVGpVOjr6+Pt7U29evU4ePAgVlZWWQryc1iyf9KkSRrz5ZITuYxcunSJn376ib//\n/psyZcowYMAAYmJilPP+/v7s2bOHpUuX4uDggJaWFnPnzqVgwYJp3s/JyQlPT0+mT5+OkZFR7l/q\nI+bl5fVZ/N7lF2m/nJO2yzlpu9yR9ss5abuck7bLHWm/nPvY2i69xDPTZC44OJgZM2agVqtJTEyk\nd+/etGjRgmnTpnH79m20tLSoWLEi8+fPB6B69ep07dqV7t27o6Ojw5w5c5SVXGbPno2trS0xMTGY\nmZlhZmaWh6/4cevevTtGRkY8efIk3WsWLlzI+PHj+eWXX/j9999JSEjA19eXfv36MXz4cPz8/FLV\n2b17N0eOHCEkJASAQoUKMWfOnFTXubu7K8n1sWPHWLduHUZGRtSsWTOP3lAIIYQQQgiRlzJN5mrW\nrImLi0uq8iVLlqRbZ8yYMYwZMyZVed26dXF1dc1miJ8HXV1d3NzccHJy4s6dO/z1119ER0czZcoU\nbt++Tc2aNZk6dSoFChRg1apVtG/fHktLS+Lj4/nnn3/4559/lHstXboUV1dXzp07R3x8vJLIASxf\nvpzOnTtTp04dZVVSAIcUO9j7+vrSsWNHChUqxJkzZ2jWrFmW3uHMmTMEBQXRr18/tLSyNB1TCCGE\nEEIIkUPyjfsDUrduXezt7XFxceHp06f4+vqydOlSjhw5goODAwUKFFCuNTc3TzNhLl26NGPHjmXa\ntGlpPuP169e0bNmSpk2bEhoaCoCfnx+HDx9OdW10dDTz5s3LNO7o6GiGDx9Ou3bt6N+/f5o9f/nJ\n1dWVjh074uTk9E6fK4QQQgghREYGDhyYr/eXZO4DVbJkSWULiPRMnjw5VQ/YtGnT0NPTo1u3bvTu\n3ZuyZcsybdo0fvnlF43r7t69y9ChQ1m9ejUdOnRId4d6Nzc3Dh48mGEcCxYsYNu2bcrx0qVL8ff3\nz7BOXnn58iUDBgzg1KlTDBkyBE9Pz3fyXCGEEEIIITKzZ8+efL2/JHMfsS+++IKhQ4cCSTvM29ra\nMmXKFOV41qxZBAYGsnjxYiZMmECZMmU06h8+fJiffvqJx48fK3Xc3d3x9/ene/fuynUWFhYMHz48\n3Tj279+vcRwTE8Ps2bPz5B0zs27dOiIjI4GkTeytra2Jiop6J88WQgghhBAiI1999VW+3j9bWxOI\nD8/atWtp3749JiYmGf6ylClTBi8vL65evcq0adPw9fXVOK+rq4uTkxOtW7cG4JdffuHo0aPK+W3b\ntvHzzz+n6i0MCQnhzp07qZ63a9cuHBwcKFWqVG5eL0PR0dGsWbNGo8zb25uvv/6a1atXU7p0aXbv\n3k14eDizZ89GT08v32IRQgghhBAfJocLDsw9O5fw2HDNE0dyfk89XT3mfj0Xm5Y2GV6XvBBkfpFk\n7iNXuHBhBg8enKVrK1WqRKVKlTAyMqJz585ERkbSrVs3TExMGDBgACYmJsq1zZs3x9nZmb59+ypl\nrq6uTJo0SeOeKRdeSd578NKlS8TFxbFv37405/XllQ0bNhAYGJiq/PLlyzRv3lyjLHmbBiGEEEII\n8XlxuOiQOpHLpfDYcBwuOmSazOU3GWb5GWrcuDGBgYGEhYVx4MABfv31V41ELlmfPn3YsGGDcpy8\nEmlwcDA2NjasWrWKCxcuKOdbtGjBd999pxznx4IkyVtkhIeHs2DBAqV82bJlrFq1Kt1VNPfu3Zul\nvfuEEEIIIcSnxaaFDXq6eTtCS09XD5sW7zeRA+mZ+2ylXBkzIz169FA+u7u78+zZM3r27JnmxoUt\nWrSgbdu2TJ48mYSEBDw8PHj06BGVK1fOdbwPHz5kwoQJnD17lujoaI3N0Y2Njfn+++8pVKgQLVu2\nZNmyZRw/fpzY2FjevHkDJCWB9erVY9++ffTq1SvX8QghhBBCiI+DTUubVD1oH9um4emRnjmRofLl\ny9O4cWMA4uPjqVChQro70Ldo0QJDQ0PatWunlF28eDHXMQQFBdGpUycOHz7M69evNRI5gLlz51Ko\nUCEAGjVqxK5duwgODub169ecO3dOuS42NpbevXvj7e2d65iEEEIIIYTITH7PmZNkTmRq9OjRmV5j\namqKsbExAA0bNlTKb926latnq9VqBg0ahJ+fX5rnhw0bxrBhw9Kt36ZNGwYNGqRR9ueff+YqJiGE\nEEIIITLz6tUrihcvnq/PkGROZGr06NFMnz5dOdbW1sbGxgYrKyuaNWvGzJkzOX78uPKXh5Tz727e\nvAlAVFQUkyZNYtSoUQQFBWX4vD179lCpUiW+/fZbduzYwalTpwDQ0tJi69atzJs3j5o1a2Jra8um\nTZvSnSeXzMnJSWMTdXd3d43zzs7ODB06lM2bNxMWFpaFFhFCCCGEECJ9QUFBDBgwgJEjR+brc2TO\nnMiUSqXCzs6OZs2acffuXfr370+VKlXSvb5OnTrK5+RkztbWlpUrVwJw/fp1zpw5Q9GiRVPVVavV\n2NjY8OzZM/z9/dm3b59ybtSoUUovXHb2sVOpVFhbW7NkyRIAPDw8SEhIQEtLi/nz5zN37lwAduzY\nwYIFC7h+/XqW7y2EEEIIIcTbypYty7Fjx/L9OZLMiSxRqVRYWFhk6dratWsrn/38/PDw8GDVqlVK\n2ZUrV7C2tmbXrl2p6t6+fZtnz56lKtfR0cHW1jYHkSf54osvKF++PM+ePePNmzfcuHEDNzc3JZFL\n9vDhQ7Zv307ZsmVp2LBhvo9zFkIIIYQQIqckmRN5rmjRolSpUoWHDx+SkJBAmzZtUl2ze/du7ty5\ng56eHiqViqFDhzJ06FD+/vvvNO85bdq0DHsDM6NSqTAzM2Pv3r0AGW6w/tNPPwGwfft2evTogZaW\nFsOGDVMWWRFCCCGEEOJDIMmcyBcmJiY8fPhQo0xPTw8TExM8PT0BNFbFPHPmDJs3b+bOnTtK2apV\nqzA3N+fVq1fUq1cv1zGlTOZSatu2LVu3buWLL75ArVYr5W5ubri5uQGwZs0a9u/fT61atXIdhxBC\nCCGEEHlBFkAR+eLtTciLFy/O8ePH2bdvH4ULF06zjoeHB8HBwcpx+/btMTY2xtTUNE+GOw4aNCjV\nfiJNmzblwIEDVKlShdatW6db9+bNm/To0YOoqKhcxyGEEEIIIURekGRO5IuUQyurVq3KuXPnaNGi\nBcbGxjg6OlKkSBG++uorNm3axPfff4+OjmYncdmyZTUWUskLJUqUwNPTk127djF69GgOHDjAxYsX\nKVmyJADjxo3LsP69e/eYP38+kLQ65/79+/H398/TGIUQQgghhMgqGWYp8kX37t1Zu3YtL1++ZNy4\ncZQqVUo5Z2VlxeDBg5XetpEjR2JjY8OiRYvYu3cvERER/Pjjj/my+Ii2tjaDBg1KtfccQP/+/UlM\nTCQiIgJTU1PKlSuHoaEh27dvZ8yYMQDY29vz+vVr/v33Xy5evEiZMmW4du0aRkZGeR6rEEIIIYQQ\nGZFkTuQLlUrFDz/8kOH5lKpVq8bmzZtZvXo1ISEh7y05GjhwIJA0n69SpUpA0pYIu3fv5uzZswCs\nW7dOuf7FixcYGxuzZMkSrK2t831jSCGEEEIIIZLJMEvxQSlSpMgH18ulpaWFi4sLffr0SfeaadOm\nKYngpyYkJISnT58SGxv7vkMRQgghhBApSDInRBaULFmS/fv3s2nTJooUKZLmNW5ubpw8eTLdezx/\n/pwhQ4ZgbGyMsbExZ86cyado885vv/2GgYEBFStWxMDAgGXLlpGYmPi+wxJCCCGEEEgyJ0SWqVQq\nRo4cib+/PxcvXiQ+Pp7169drXDNt2jSN7Q1SsrW1ZefOnTx58oQnT57Qv39/Xrx48S5Cz7aEhARm\nzJjB1KlTleTtzZs32NjY0LJlS65evfqeIxRCCCGEEJLMCZFNpUqVonnz5mhrazNmzBiePHmibLdw\n7do1ZW+6lGJjY3FxcdEoCwoKwtjYmMWLF6ebAOaWr68vDRo0oE2bNgQEBKR5TUJCAgDTp0+nYMGC\nWFlZ0b17dxYvXpzm9Z6ennTs2DHd+yULCwvj+vXrGj15sbGxnD59mitXruDn58etW7eIi4vL4dsJ\nIYQQQnzeJJkTIpcqVqyorHYJpJkE/f3337x+/TpVeXR0NDNmzOCvv/7K87jUajXW1tZcv34dDw8P\nBg8eTEJCAmq1muXLlzNs2DDmzZtHhQoVUKlULFmyhNjYWJycnDh27Jhynx49evD69Wtmz56tlL16\n9Yr9+/en++zXr1/TuHFjGjRowNixY5Xy4cOH06FDB5o0aUKNGjUwMTGhWLFijB49mtDQ0DxvAyGE\nEEKIT5kkc0LkgUmTJil75Z07dw4rKyuCgoJ49OgRe/bs4ZtvvtG4dunSpRr1nZycNI59fX3ZunUr\nQUFBOY7p5MmTGvPyzpw5w+jRo3FwcGDy5Mls376duXPnZvgMW1tbDh48SLFixZg3bx6//vqrcu7E\niRPp1nNwcODu3bsAbNy4kbNnz3L16lV2796d6tro6Gg2bdqEqakp9+/fz8GbCiGEEEJ8niSZEyIP\nVKpUSWM1SycnJwwNDalSpUqqPe369u3LlClTOH/+vFJ26NAhwsLC8PLywsbGhjp16jBixAgqVKhA\np06dmDRpEq9evco0Dl9fXxo3bkzRokXp3LlzqvNbt25l6tSpWXqnNWvWsGjRIrS1tZWylO945syZ\nNFe4dHV15c8//9QoMzc3p1evXhplRkZGlC9fXjn29/fHxMSEPXv2fLBzCYUQQgghPiSSzAmRR1au\nXEmHDh0yvKZOnTo0b94cgBYtWlCzZk0AIiIiKFasGI0bN2bZsmXEx8cDSfPZTp48yYoVK+jVqxfR\n0dHp3jsuLo7+/fvj5eVFZGSkUq6rq6s8My2lSpWiZcuW1KtXj/Pnz3PgwAE8PT0ZN25cqmurVavG\nF198ocTs5uZGVFSUcv7Vq1caQ06ThYaGasyx8/b2xt/fn6dPn7Jv3z4KFCgAJPXSDRo0iPr16ys9\ne0IIIYQQIm2ZJnOxsbFYWlpibm5O9+7dWbZsGZA0J2bEiBF06dKFkSNHEhYWptRxdHSkc+fOdO3a\nFQ8PD6X85s2b9OzZky5durBw4cJ8eB0h3p+SJUty4sQJjhw5QpUqVQDQ0dGhY8eOzJgxgw0bNnD2\n7Fmlp0ulUjFgwIAs39/DwwMrKysl0XubnZ0d165d0ygrXbo0bm5uXLhwgb1792JqagpA8eLFuXjx\nIjdu3CAoKIjz58/j7e1Ny5YtsbCwoGnTpunG0alTJ+Wzubk5RYoUoWrVqkybNg0zMzOePXsGgKGh\nIXZ2dhQqVEijvpWVFfXq1VOO+/Xrp/x3JdnTp09p164djx490kgWhRBCCCFECuosiIyMVKvVanV8\nfLza0tJSfeXKFfWSJUvUGzZsUKvVarWjo6N66dKlarVarfb19VX37t1bHRcXp/b391d37NhRnZiY\nqFar1ep+/fqpr1+/rlar1epRo0apz507l+mzr1y5kpUQRRqk7XIut20XGRmp/vvvv9VBQUEZXvf8\n+XO1kZGRGlADaiMjI/WgQYPULi4u6idPnqhnzZqlrlSpknI++cfExER969Yt9cOHD9WRkZHqJ0+e\nqAsVKqScNzU1Vc+ePVv9+PHjVM98+PChOjg4OMfvduzYsVTxpPVz8OBBtVqtVkdHR6vv3LmjdnNz\nUx85ckQdHR2d6p6JiYlqBwcHdYsWLdK8V58+fdKs9ymSf29zTtoud6T9ck7aLuek7XJH2i/nPra2\nSy/eLA2zTF52PTY2lsTERIoXL86pU6ewsLAAwMLCQtks+fTp03Tr1g0dHR2MjIyoXLky3t7eBAcH\nExERofQMmJubZ7jBshAfs8KFC9O2bVsMDAwyvM7Q0JCHDx/y6NEjQkJC8Pf3Z9euXZibm1OxYkXm\nz5/Pw4cPmThxoka9mzdvUqdOHapUqUKFChUwMjJShmB+9dVXXL16lXnz5mFsbJzqmZUrV6ZMmTI5\nfrfOnTvzxx9/ULt27TTPa2lp8eOPP9K7d28AChYsyJdffsk333xD9+7dKViwYKo6KpWKyZMnc+HC\nBU6fPq0Mu0x24MABChUqhLGxcYYLrwghhBBCfE50snJRYmIiffr04fHjxwwYMIDq1avz8uVL5Quh\ngYEBISEhAAQGBtKgQQOlrqGhIYGBgWhra1OuXLlU5UJ87rS1talUqVK651UqFcuWLUNLSyvVcEQg\n1ZL+S5Ys0Vi0JD/079+fb7/9ltevX6Ojo8Pu3bu5evUqKpWKIUOGoKurm+N7t2vXjnXr1jFq1KhU\n5548eYKlpSWenp7KfEMhhBBCiM9VlpI5LS0tDh48SHh4OCNHjsTT0xOVSqVxzdvHQoi8o1KplC0F\n1qxZg729fZrX9ezZk44dO76zmEqUKAGAtbW1xjkvL69c3XvkyJGULVsWHx8fLl68iKurq3Lu9evX\n1KpVC0NDQ0qVKkWnTp2oXr06derUyXQBGiGEEEKIT0mWkrlkenp6mJmZ4ePjQ+nSpXnx4gVlypQh\nODiYUqVKAUk9bskLIAA8f/4cQ0PDVOWBgYEYGhpm6bm5/WL4OZO2y7kPte369OnDrVu3OH/+PIMG\nDaJatWoEBASgr69Pu3btPpi4cxtHhQoVlK0Zevfuza1btzR6JgMDAwkMDOT27dtKmYWFBVOnTs1V\nz+CH4EP5Z/gxkrbLHWm/nJO2yzlpu9yR9su5T6HtMk3mQkJCKFCgAPr6+kRHR3PhwgXGjx9P+/bt\nOXDgANbW1ri4uCh/EW/fvj1Tpkxh2LBhBAYG8vjxY0xNTVGpVOjr6+Pt7U29evU4ePAgVlZWWQqy\nUaNGuXvLz5SXl5e0XQ596G136NCh9x1ChvK6/Ro3bgxAhw4dmDx5Mnfu3EnzOhcXFwwMDHB0dMyz\nZ79rH/rv3odM2i53pP1yTtou56TtckfaL+c+trZLL/HMNJkLDg5mxowZqNVqEhMT6d27Ny1atKB2\n7dpMnDgRZ2dnKlasyIoVKwCoXr06Xbt2pXv37ujo6DBnzhxlCObs2bOxtbUlJiYGMzMzzMzM8vAV\nhRCfum7dutG1a1fu3r1LdHQ0e/fu5ciRI9y9e5eYmBgANmzYwO7du5k6dSq//PILWlqynaYQQggh\nPk2ZJnM1a9bExcUlVXmJEiXYtm1bmnXGjBmT5sbBdevW1Zj7IoQQ2aVSqZTFT+rXr8+iRYtQq9VY\nWlri7OwMQHh4OHPmzEFXV5cZM2a8z3CFEEIIIfKN/MlaCPHRU6lUrFu3jvLly2uU29ra0qVLF65e\nvfqeIhNCCCGEyD+SzAkhPgkGBgZ4enqybt06jfLjx49jaWmJWq1+T5EJIYQQQuQPSeaEEJ8MY2Nj\nxo4dy5MnT2jevLlSfv/+fS5duvQeIxNCCCGEyHuSzAkhPjkVK1bkwoULdOnSRSnbt2/fe4xICCGE\nECLvSTInhPgkqVQqJkyYoBzv27ePxMTE9xiREEIIIUTekmROCPHJ6tChAyVKlADg8ePHtG3blh07\ndhAdHf2eIxNCCCGEyD1J5oQQnyxdXV2+//575djd3Z2hQ4fy3XffaVz3+vVrhg0bxogRIwgPD3/X\nYQohhBBC5Eim+8wJIcTHbP78+SQmJrJ48WKl7NChQ4SGhiq9dhMnTmT79u0AFClShBEjRlC9enWK\nFSv2XmIWQgghhMgK6ZkTQnzSdHR0sLe3x8vLSylLSEjgxIkTAFy/fp1t27Yp59auXUujRo1o2rQp\nERER7zpcIYQQQogsk2ROCPFZaNiwIbNnz1aOv/32W1avXs2kSZPSvP7OnTusXbv2XYUnhBBCCJFt\nkswJIT4bXbt21Tj+6aef+Pvvv9O9fsmSJYSFheV3WEIIIYQQOSLJnBDis9GkSRNKly6d5rlRo0Yx\nf/58WrVqpZS9fPmSzZs3v6vwhBBCCPGe+Pj48Pvvv/PixYv3HUq2SDInhPhsaGtr8+OPP6YqL1Kk\nCPPmzWPWrFl4eHiwfv165ZyTk9O7DFEIIYQQ71h4eDhff/0148aNw9ra+n2Hky2SzAkhPitz5szB\n19eX169f891332FgYICjoyMVKlRQrunfvz+6uroAeHl58d9//72vcIUQQgiRzzw8PAgJCQHAxcUF\ntVr9niPKOknmhBCfneRtB5ycnAgKCmLw4MEa50uUKEGPHj2UY+mdE0IIIT5doaGhGsdBQUHvKZLs\nk2ROCCHSkHJj8aNHj77HSIQQQgiRnx49eqRx7Ovr+54iyT5J5oQQIg0dOnRQPvv4+BAdHf0eoxFC\nCCFEfnn8+LHGsSRzQgjxkStevDjVq1cHID4+nhs3bmS5bmxsLM7Ozly+fDm/whNCCCFEHpGeOSGE\n+AQ1atRI+ezl5ZXleosXL6Zfv340bdoUQ0NDGjRoQLVq1TA3N+f8+fP5EaoQQgghcujtZO7u3bvv\nKZLsk2ROCCHSkdNkztnZWfkcFBTE9evXuX//PocOHaJ169bs2LEjT+MUQgghRM69PczS2dmZL7/8\nkoCAgPcUUdZJMieEEOlImcxt2rSJmzdvEhwcnGGdiIiITIdkTpgwIdP7fI7UajXnz5/Hz8/vfYci\nhBDiMxEaGsqbN29Slfv6+rJy5cr3EFH2SDInhBDpaNiwocZx3bp1KVeuHJs3b063jpeXF4mJicrx\nkiVLcHd358yZM5QtWxZI+h/Hjz/+SEJCQv4E/pEIDw9n0aJFbN68mfj4eNasWUPr1q1p0KABV65c\ned/hCSGE+Ay8PcQyJXd393cYSc7ovO8AhBDiQ1WiRAkaNmzI1atXlbLExEQWL15MrVq1KF26NLVq\n1dKo4+npqXwePnw4U6dOVY43b95Mz549Adi7dy+JiYns3bsXlUqlcY+EhAQ8PT0JCAigcuXKNG3a\nND9e772zs7Nj0aJFAGzbtg0PDw8gqXdz8ODB3L59O1XbCCGEEHkpo2TO29ub+Ph4dHQ+3JRJeuaE\nECIDu3fvZtSoUdSvX18p8/X1pXXr1tStW5fr169rXJ8ymWvWrJnGuR49ejBixAjleN++fRw5ciTV\nMydPnkyrVq349ttvadasGevXr8+r18lTV69epUGDBpiamnLmzJls1z927JjyOTmRS3bnzh2+/vpr\nbt68mdswhRBCiHSlTOa++eYbZs2apRxHRkZy69YtAPbv38+kSZMyTP7eB0nmhBAiAzVr1mTjxo38\n++zxou8AACAASURBVO+/dO3aVeNcQkKCxnj6yMhIjaSkefPmqe63ceNGhgwZohxv3bpV4/zz58/5\n/fffNcp++uknLly4QHR0NPHx8bl6n+yIi4vD1taWoUOHcuDAARISEoiNjeX48eNMmTKFVq1acf36\ndW7cuEHHjh3ZsmWLUvfChQsMGDCAvXv3pnnv6OjoVInw29zd3WnVqpUkdEIIIfJNcrIG0LZtW+bP\nn0+fPn2UMk9PTy5fvsy3337LihUrmDBhwvsIM10fbp+hEEJ8YLp06YKbm5tGmZubG2q1GpVKxfjx\n4wkMDASgVKlSmJiYpLqHlpYWM2fOVFa0dHV15cCBA6xYsYKSJUty+PDhVHXi4uJo1aqVcl8PDw9q\n165NSEgIvXv35uLFi9SrVw8tLS1MTExYt24dRYsWzda7hYWFcerUKb788kvq1KkDwIIFC7C3twdQ\n4tXX1ycsLCxV/YSEBEaPHo2+vj6lSpWiZ8+eREVFsX//fpo1a0aVKlU0rr927VqWEtPXr1/TvXt3\nvL29KVasWLbe6WMUFhaGq6srVatWpVmzZmhpyd9chRAiP127dk353KBBAyBpZM2BAweApGTuzz//\nRK1WK8cfkkz/L/H8+XOGDBlC9+7d6dmzJzt37gRgzZo1mJmZYWFhgYWFBefOnVPqODo60rlzZ7p2\n7arxV+qbN2/Ss2dPunTpwsKFC/PhdYQQIv90+X/s3XlcT9n/B/DX59O+S9EuVJIlZdckRYm0MgqR\nGcIwMoORkX3fl7Fmz1iTJQzJTigUbRQiKlqltG+f+/ujn/v18Wn9tIn38/HweNx7zrnnnnu0vT/n\n3HOsrQXSUlJSsHHjRpw+fZpvlG3t2rWVzrHX19dHv379AJRvSD5ixAgEBQUJBHK7du2CkpISX1pm\nZiaWLl2K9PR02Nra4u7duygrK0N4eDgeP36Mw4cPY8mSJbV6Lh8fH2hra8PJyQnGxsYIDg5mn+tr\nFQVyn/F4PDg7O8PS0hIFBQUAyoO8EydOCJR9+PAhezxw4EBIS0sDAOTl5ZGbm4uAgADIysoCKJ8C\nc+zYsVo9U3M1ZswYuLq6wsTEBD169GgWy2ITQkhzVVZWhsjISPb8czD35bvq586dg7+/P3uekpJS\n5e/CRsdUIy0tjXn27BnDMAyTm5vLDB48mImLi2O2bdvGHDhwQKB8XFwc4+DgwJSUlDCJiYmMpaUl\nw+PxGIZhmJ9//pmJiIhgGIZh3N3dmTt37lR3eyY0NLTaMqRi1HfCo76rm++1/3g8HtOlSxcGQJX/\nXF1d2Z97lTl48GCVdRgbGzM8Ho+5cuUKw+Vyq73n1/+6d+/ObN68mcnPz6+yHTk5OYyEhATfte3b\nt2dGjRpVad2KiorMjBkzmEOHDjGZmZlMcnIy06ZNm0rLGxoaCtx3zJgxbP62bduYoKAgZuzYscz1\n69fZMlu2bGHLDBgwgE0PDw9nrl27xhQVFTGJiYnsMzbU19379++ZOXPmMPb29sysWbOYmJiYOtcZ\nEBDAnDx5ksnNzWXTMjMzBf6vXVxc6nyvmvpev28bA/Wd8Kjv6ob6T3ihoaFMTEwM+/NWTU2NzSso\nKGDk5OQq/b0WFhbWJO2tSLUjc61atYKBgQEAQEZGBjo6OkhLS/scCAqUv379OmxsbCAqKgpNTU1o\na2sjMjIS6enpyMvLg6GhIQDA0dER165dq+72hBDyzeBwODh79iwWL14MLy+vCstISkpi/fr11a7C\n6ObmhunTp/OlzZgxA+PHj8eCBQvg7+8PDocDKysreHt7Q1FRsdK6Fi5ciKtXr0JcXJxNe/z4MWbO\nnIkuXbqwUz8rEhYWhqKiIr60169f842mXbp0Cfv27YOWlhbs7e3x9OlT/PPPP3Bzc4OioiJUVVUR\nFBQEV1dXiImJQVRUlJ0WCpSvBhYdHc2e83g83Lt3jz3v06cPTE1NcfjwYQwcOJBNd3FxYacZ3r59\nGzo6Opg8eTJ69uwJS0tLSEhIQEtLC926dWN/L1UmJCQEGzZs4GtHTQQEBEBXVxfr16/H+fPnsWnT\nJgwcOBD37t3Df//9V+Hvweps2bIFQ4cOhbOzMzQ1NdkR2atXr/JtawGUr3r66NGjWt+DEEJI9Sqa\nYgmU/y7/8r25r718+bJB21UrtYkIExMTGQsLCyY3N5fZtm0bY2Fhwdjb2zNeXl7Mp0+fGIZhmGXL\nljHnz59nr/Hy8mICAwOZqKgo5tdff2XTHz16xEyZMkXoKJRUj/pOeNR3dfMj9F9ZWRkzefJkpkWL\nFnyf1s2aNatW9Vy5coWZN28e8/LlS4Zhqu47X19fvnt17NiROXfuHJt///59RkREROATxI0bN1Za\n5/r169lyX4/QAWAcHR2rHWX8UnFxMVNQUMAwDMM4Ozuz9XTq1ImxtLRkNm7cyJw6dYpNl5OTYwoL\nCyutb9CgQTUaiXRycmIePXpUYR0RERGMmJgYW9bCwoI5ePAgU1ZWxjBM+f/lggULmGHDhjEPHz5k\nHj58yBw/fpxZunRptfddtmxZlf1RWlrKHv/zzz+MpqamQB0yMjJMfHw888svv1R4DxUVlRrNZKmr\nH+H7tqFQ3wmP+q5uqP+EFxoaynh6erI/a+fNm8eXHxgYKPTP/oZqb0U4DFOzjxXz8vIwbtw4TJs2\nDZaWlsjMzISioiI4HA42b96MjIwMrFy5EsuXL4eRkRG7l9L8+fMxYMAAqKurY9OmTexqZ6Ghodi3\nb1+1S26HhYXVpHmEENJk7ty5gzVr1kBVVRWbN2+GgoJCg9yntLQU8+bNQ1hYGEaOHAl3d3eIiYnx\nlQkLC0N0dDQCAgIQFxcHAPjpp5/4Vt380rx583D16lUAwN9//438/Hxs3boVQPliJ35+flBWVhaq\nvffu3at21S83NzfMmDGj0vxz585h+fLlNbqfkZERtLW18fjxY8jJyWH16tVQV1fHtGnTKhzdsrW1\nxfz587Fv374qN4IHyheeadGiBV6/fs2XLiMjg9OnT0NOTg4SEhJsOsMwWLJkCS5fvozffvsNKioq\nWLRoUaX1KyoqIj8/nx0lXbJkCVavXs2ei4iIYNasWXBxcalRXxBCCKne9OnTERISAgBYs2YNLC0t\n2bzS0lLY2NggMzMTADBo0CBcv34dAGBjY4Nly5Y1ent79OghmFiTSLCkpISZMGEC4+PjU2F+UlIS\nY2tryzAMw+zevZvZvXs3mzdhwgQmPDycSUtLY4YMGcKm//fff8yiRYuEjkJJ9ajvhEd9VzfUf8Kr\nSd/VZKQsLi6Ob+SnqKiownLt2rVjy32+t5+fHzNmzBjm/v37tWv8V8rKyvjq//qflJQUk5qaWmUd\nJSUljIeHB9O3b1++azdt2sS8fv2amTBhQqX1Dx48mNm5c2et3zf8+p+YmBjz4MEDprCwkNHS0qqw\njKioKNOjRw/m999/Z54/f85ERERUWaesrCzj4+NT4fuQLVu2ZEpLS5mbN28yrVq14svbt29fnf5P\nqkLft8KjvhMe9V3dUP8J79GjR3w/Y1+8eCFQ5vLly4yxsTGzYMEC5saNG2zZPn36NHp7K/u/rlEw\nN2fOHGbVqlV8aWlpaezxwYMH2alFL1++ZBwcHJiioiImISGBbwGUkSNHMhEREQyPx2Pc3d2Z27dv\nC91wUj3qO+FR39UN9Z/w6qvveDwe07ZtW/YXz/Lly5n09HTm6tWrzJEjR5j4+Hhmzpw5bL64uHil\nAV9drF27ttKAZvHixbWq68mTJ4y1tTXj6enJTl/Mzc2t8VTM6dOnM+/evWNGjx5dZTkRERFm8ODB\nzJgxYxhnZ2fm0qVLbBsuXLjAiIuLV3m9nJwcY21tXWn+zp072Wm1K1asEMj/8oPOhIQEpmfPnnwB\n8OdFyeobfd8Kj/pOeNR3dUP9J7yAgAC+D9g+T72vTFJSElteUVGxkVr5P0IHc6GhoUzHjh0Ze3t7\nxsHBgXF0dGRu377NzJkzh7G1tWXs7e2ZqVOnMunp6ew13t7ejKWlJTNkyBAmKCiITY+KimJsbW0Z\nKysrZvny5XVqOKke9Z3wqO/qhvpPePXZdxMnTqzx6FPv3r3r7b5fyszMZPT09BgAzMqVK5nU1FTm\n5s2bzL1792r1Ll5ViouLmblz5zJ6enrMH3/8wXTq1Eng+Xr27Mm+211WVsasXr2aUVFRYYM3R0dH\n5vnz58zBgweZ2NjYKu9XUlLC5ObmMh07dqzVCJ+SkhITHR0tUN+HDx+YmJgY5sGDB8yzZ88E+iUv\nL4/vmbS1tZnExMR66bsvVfe1V1JSwrx9+5Z5/fp1vd+7uaOfecKjvqsb6j/hfbli8k8//VRteR6P\nx0hLS7PXpKSkNEIr/6dOI3NNib5IhUd9Jzzqu7qh/hNeffbdiRMnahxoNOTL3Lm5uUxCQkKD1f/Z\n575LTk5mlJWV2WezsLBgMjMzBcqXlJQwsbGxTFZWllD3S01NZU6dOsXExcUxmZmZzIULFxgNDY0K\n+1dLS6vCQK6mIiMjGSkpKba+rl27MiUlJULXV5Gqvvb8/f0ZNTU19v5//fUXU1xczPj6+jIbNmxg\ncnJy6rUtzQ39zBMe9V3dUP8Jb9q0aezPtN9//71G15iYmLDX+Pr6NnAL+Qm9NQEhhJDmacSIERg5\nciQ0NDTQpk0bgXwVFRVMnToV3t7emDNnToO1Q0ZGBlpaWg1W/9dUVVURGhoKX19fPHv2DNevX69w\nawdRUVHo6+sLvWBN69atMWLECOjo6EBRURG2tra4cuWKQFsSEhLw4sULdO7cWaj7AEDXrl1x5swZ\ndsGbqKgonDlzRuj6KnP16lXMnj0bN2/eZNP27t0LR0dHJCcns2kbNmyAuLg4XFxc8Ndff2HYsGEC\n2yoQQsi37Pnz5+zxl9sSVOXLBVI+Lx7W1CiYI4SQ75SoqChOnjyJpKQkvH37FklJSfj06RM+ffqE\nW7du4dWrV9i5cyemTJkCSUnJpm5uvdLW1oazszMMDAyq3fOvPnXq1AkrV65kz6dOnQotLa166d8h\nQ4Zg7ty57Pm6deuE2ueuMtHR0bC2tmb30nN3d0dBQQE8PT2rvfbOnTtYu3ZtvbaHEEIa0osXL9hj\nYYO5b+FnHgVzhBDyg9DQ0ICcnBzk5OQwYMAAyMjINHWTvkt///03du3ahZUrV+Lvv/+u17o9PDzY\nwDAsLAy3bt2ql3pLSkqwcuVKvj9M9u/fj+nTpyMrKwsA0LZtWyQkJFS8NDYALy8vDBgwACkpKfj4\n8aNQf+Tk5eWxG7Ln5+cL9zCEEFKNnJwcJCYmAijf+qVLly41uq5v376QlZUFALx9+1Zgu5qmQMEc\nIYQQUo+4XC5+++03eHl5QVxcvF7rbt26NX755Rf2fPfu3fVS7+HDh/Hy5UuB9M97wwLA5MmToaWl\nhdu3b+PEiRMICgpCdnY29PT02DJBQUFQU1NDy5YtYWtry+6TV53CwkLs2bMHmpqaMDU1hZ2dHays\nrFBcXPxNfPJNCPm+fLmPdadOnWo8e0JMTAwDBgxgz7+FqZYUzBFCCCHNyNSpU9ljX19fpKen17nO\nI0eOsMeDBg0SyBcREWGDSBkZGbi4uMDU1BTy8vK4desWxo8fL3DNpUuXMHr0aHbD3ZiYGMyfPx8T\nJ07EwoULMXr0aOjo6EBaWhoyMjKYMmUKOwoIAPfv34eEhATU1dVx9uxZvrp9fHygo6ODadOmUbBH\nCKnW+/fv4enpicGDB+PKlSt49OgRm9erV69a1WVlZcUeX7t2rd7aKCzRpm4AIYQQQmrO0NAQffr0\nwYMHDwCUj9Z5enpi7dq1fOV4PB5yc3MhLy9fZX3JycnsdE0OhwMfHx907twZnz59Yss4OztDTU2t\nwuvV1dXh4+MDKysrjBs3ji+4Onv2LAIDA2FjY4MzZ84ItUhKSkoKhg8fjsGDB0NJSQlPnjxBbGws\nAGDXrl1wcXHh+6ScEEK+FB8fj759+yItLQ0AcPfuXXTq1InNr20w9+V7c6dPn4aHhwd+/vnnJvs5\nRCNzhBBCSDMzadIkvvN169ahXbt2sLOzw+vXr5Geno727dtDQUEBnTp1wqVLlxAZGYnAwEAUFhYC\nABiGwfTp06Gurs4GYObm5tDU1ISLiwtbd6tWrbBt27Zq2+Tq6oqQkBDs378ftra2bHp+fj5OnTpV\nbSDXoUMHzJ07Fzk5ObCxsRHIv3LlCo4fP84Gcp/5+vpW2zZCyI9r48aNbCAHAAUFBXzTLHv37l2r\n+jp16sT34db27dvh4ODA/mxtbDQyRwghhDQz48aNQ0BAAE6fPs2mvXnzBm/evEFGRgbs7Ozw9u1b\nAOXTG4cNG8aWU1BQwO7du6GpqYkdO3bw1Ttq1CgA5Yu4XLp0CVwuF6dPn4aSklKN2tW7d2/07t0b\n48ePx4EDBzBz5kzk5eWx+YqKivjzzz/x8eNH6OnpoXfv3tDX14e4uDgkJCTYcmfPnoWfnx/ExcVx\n6NAhXLx4sdJ7nj59Glu3boWoKP1JQwjhV1RUhOPHj1eaLyEhga5du9aqTg6HA0tLSxw+fJhNy87O\nRnx8PAwMDIRuq7DoJx8hhBDSzIiLi+PUqVPIyMhAx44d8eHDBzYvJCQEISEhlV6bnZ0NNzc3GBsb\n86V/OSLXvn17JCYmgsfjQUREpNbtExERwaRJk2BgYAAzMzN25O/8+fMwNTWt0fO5uroCAEaOHInY\n2FhcvnwZMjIyaNmyJRiGweTJk/Hx40ekpaXhwoULcHJyqnU7CSHft4sXL7Lv7Wpra2PMmDFYvXo1\nm6+np8fu31kbXwdzAJCQkEDBHCGEEEJqTllZGQcOHMDIkSNRXFxc4+uKi4vZd+4AYN++fdDV1eXb\nQJ3D4QgVyH3J1NQUe/bswbZt2zBp0qQaBXIV6dixIzp27MiXdufOHXb6p6urKy5evAgLC4s6tZcQ\n8n05ceIEe+zm5oZFixYhODiYfU948ODBQtXr6OiIdu3aIT4+nk1LSEioU1uFRe/MEUIIIc2Yvb09\nsrKykJGRITAd0tTUFMePH4e4uDi6deuGc+fOCWyi3rdvX0ycOJHdO6m+ubu7IyIiAtOnT6/XeufM\nmQNVVVUA5e/A/PLLL7UKaAkh378vP7QaMWIEREVF4efnh9GjR8PU1BTz5s0Tql55eXlER0dj7Nix\nbNrnqe2NjYI5QgghpJmTkpKCkpISfHx8+NLt7e0xatQo5Ofn4/Hjx7C3t4eHhwebz+VysWTJksZt\nbD3R0tJCUFAQG8AmJCTg0KFDSE9Px4ULF+Dn5/dNbOhLCGkaGRkZ7GiZpKQkOnfuDKB8RsOxY8ew\nZcsWKCsrC12/tLQ03wqWNDJHCCGEkDqxtbXFmjVrwOFw0Lp1a4wbNw5A+TtsXG75r/zNmzfjxo0b\nuHLlCt69ewdra+umbHKd6OrqwtPTkz2fPHkyWrduDXt7ezg7O0NHRwdSUlJQVFTkm25FCPn+PXny\nhD02NDRskEWS2rRpwx5TMEcIIYSQOps7dy7i4+MRFxfHTkP8EpfLhYWFBaysrCrMb26mTZtW5afr\nhYWFyMrKgpubGw4fPozS0tJGbB0hpKk8fvyYPe7evXuD3IOCOUIIIYTUO21tbcjJyTV1MxqFrKws\ndu3aJfAuYLdu3fgWcCkpKYGbmxt69uyJd+/eNXYzCSGNrLGDuaSkJJSVlTXIfapCwRwhhBBCmrWf\nf/4Ze/bsgYiICCQkJHDu3DmEh4cjKysLoaGhfCN3ERERmDFjRhO2lpAfj6+vL8aNG4fw8PBaXZeX\nl4e///4b69atA4/HY7c5+drOnTvh5OQEJycn+Pj44NChQzh58iSb31DBnLS0NPvzpaSkBCkpKQ1y\nn6rQ1gSEEEIIafbc3d1hbW0NUVFRqKmpASgftevRowdCQkIwe/ZsnDt3DgBw5swZXLlyRehlyQkh\nNZeWlgY3NzcUFxcjJiYGoaGhNb52xowZOHDgAIDygPD58+eYOHEi/vnnH7bM5cuX8fvvv7Pn/v7+\nfHWIioqiS5cudXyKyrVp0wYZGRkAyqdaamhoNNi9KkIjc4QQQgj5LmhpabGB3Jd0dHTg7+8PNzc3\nNq25ruJJSHPz8OFDdtuQsLAwZGdn1+i66OhoNpADyqdN5uXlYevWrbh9+zaePn0KADhy5EiV9Uyf\nPh0SEhJCtr56X061jIqKarD7VIaCOUIIIYT8EFavXg0xMTEAQHBwMCIiIpq4RYR8/77cWBsoD+iq\nc//+fQwdOrTSfHNzc3Tp0gUbNmzA+fPn2fRevXpBTEwMKioqWLFiBZ4+fYrNmzcL3/gaMDIyYo+n\nTJmCzZs348OHDw16zy9RMEcIIYSQH4K6ujpGjBjBnq9YsaLSd3AIIfUjJiaG79zf3x/p6emVln/y\n5AksLCyQlJRUbd1z5sxBTk4OgPIR+AcPHiArKwvv37/H/Pnz0alTp7o1vgZmzJgBdXV19nzWrFkw\nNzcHj8dr8HsDFMwRQggh5AcydepU9vjUqVNQU1ODkZERRo8ejYcPHzZhywj5PsXGxvKdb9u2Daqq\nqhW+O1dSUoIJEyaw0zKlpKRqfJ+RI0eCw+FAWlqa3VezMSgqKmLfvn18adHR0XyLvWRnZzfYtigU\nzBFCCCHkh9G/f3/079+fPU9NTUVERAROnDgBBweHWi0tnpKSgq5du8LBwaHSd2UYhsGCBQtgYmKC\nGzduCOSXlpbS6CD5rn0dzAEAj8eDj4+PQPr27dvZIEhSUhLBwcFYtGhRtfcQFRXF+PHj69xWYQ0d\nOhQXL17kS7t27RqA8pFIZWVl6OjosAul1CcK5gghhBDyw+BwODh37hymTJki8Ol9SkpKhX94VubQ\noUOIjo7Gu3fvYGVlVeEn7xcuXMDKlSsRHByMQYMGoVOnThgzZgzmz5+P1q1bQ0xMDPr6+njx4oXA\ntdnZ2Vi6dCnWr1/fZBsSE1IX2dnZSE5OrjAvODiY77yoqAjr169nz5ctW4Zu3bphwoQJ7AjdH3/8\ngY0bN2Lz5s0QFf3fovw7d+5Ex44dG+AJas7Gxgb79+9nz69fvw4AmDZtGkpLS5GQkICtW7fW+31p\nawJCCCGE/FAUFRXh7e2N1atXIy0tDWZmZkhLSwMAhIaGonPnzjWq5+7du+xxamoqduzYgT/++AMA\nUFxcjCtXrsDBwYHvmpiYGIF3iF6+fAkbGxvcv38frVu3BlC+v5a1tTUePHgAAJg/fz4OHjwIV1dX\n4R6akCbw/PnzSvPi4uLAMAw4HA6A8g9HPgd+ampq7H6Q2traePToEWJjY2Fra8uuTCkrK4vNmzdj\n4sSJmDRpUgM/Sc0MGjSIPQ4KCsKbN2/4gtmTJ09i2bJl9XpPGpkjhBBCyA9JUVER+vr6mD59OptW\nk5X2Pnv9+jXf+apVq1BSUgKGYTBq1CjY2dnVuK5Xr17B2NgY165dQ35+PoYPH84GckD5u0Tu7u5N\nsvQ5IcL6cqTb3Nycb3+4T58+8Y04b9u2jT2ePXs233YCnTt3xogRI/jS3N3d8fTpU8yaNauhml9r\n2tra0NXVBQAUFBTg77//5st//vw5Xrx4gT179uD27dv1ck8K5gghhBDyQ+vRowd7XNMNjYuKigRG\nHdLS0tC9e3e0bt0aZ8+e5cvr2LEj+vXrBy0tLTbNysoKR48eZUcm3r9/DysrK8jIyODKlSsC9yws\nLMRPP/2EhQsX1iroJKSpPH78mD02MzPDjBkzMGDAADYtMjISAJCYmIjo6GgAgISEBCZPnty4Da1H\ngwcPZo99fX0F8vX19TFlyhQMGjSoypHLmqo2mEtJSYGbmxuGDRsGOzs7/PvvvwDK58BOmDAB1tbW\nmDhxIrssKADs3r0bgwcPxtChQ/mmIDx9+hR2dnawtrbGypUr69x4QgghhJC6+jKYCw8Pr9GqczEx\nMRUulhIdHS2wyMGkSZMQGhqK+/fvIyEhAWlpabh9+zYuX76MMWPG4Pz58+z0yq8tW7YM0dHRkJSU\nBADk5ORgxYoV6NmzJ3777TcUFhbW5lEJaVQhISHscZ8+fQAA3bp1Y9M+B3NXr15l08zMzCAnJ9dI\nLax/NQ1Ey8rKcPPmTb6058+fY/v27UhJSanx/aoN5kRERDBv3jxcvHgRJ06cwNGjR/Hq1Svs2bMH\n/fr1Q2BgIPr06YPdu3cDKJ//GhAQgEuXLmHv3r1YunQpu0rTkiVLsHLlSgQGBuLNmzcICgqqcUMJ\nIYQQQhqCiooKO2JWUFAg8E5bRT7/EQoA7dq1q7CMuro6srOzsWfPHsjIyLDprVq1gpmZGbsAi62t\nLZ48eQIDAwO2jIiICDZt2oSFCxeic+fOuHDhAnR0dPjq3717NxQUFODu7t5oe1oRUlOFhYV8I3Of\ngzlDQ0M2LSIiAgB/MGdlZdVILWwY3bp14xt9BAALCwuYmJgIlH327Bl7XFBQAHNzc3h4eMDOzq7G\nq9xWG8y1atWK/eEiIyMDHR0dpKam4vr163BycgIAODk5sctv3rhxAzY2NhAVFYWmpia0tbURGRmJ\n9PR05OXlsf+Bjo6O7DWEEEIIIU2pZ8+e7HFQUBAKCwuxZ88euLu7Y+jQoTA3N4etrS28vb3x8OFD\nvmXQLS0tYW5uzp7LyMjA1dUVgYGBkJeXr9H91dXVcefOHcydOxdLlizBq1evMHPmTL57xMTEwNfX\nl++P3eLiYuzfv7/CaZmENKUnT56gpKQEAKCnpwclJSUA/CNz169fx6dPn/higuYezAHAn3/+yR53\n6NABp06dwu3bt7Flyxa+cl8Gcw8ePGBH5EJDQ/kC3KrUajXLpKQkxMbGolu3bvjw4QOUlZUBlAd8\nmZmZAMpXczIyMmKvUVFRQWpqKkRERKCqqiqQTgghhBDS1CwsLNj33AIDA5GQkIC1a9cKlPt6LykA\n0NXVxaJFi7B161aYmJjA0dFRqDYoKytjzZo1leaLiYnB2dkZI0eOxKZNm/DXX3+xecHBwRgy+WmF\nQAAAIABJREFUZIhQ9yWkPkRFRWHu3LnIz89H9+7d2anBANCvXz/22MjICO3atUN8fDwyMzMxYsQI\ndmpyq1at+EbumisHBwds3boVMTEx8PLyQsuWLQGUb60wbNgw6OnpAeAP5r6esbh27Vq+9+8qU+Ng\nLi8vDzNmzICXlxdkZGTYl3U/+/q8PtFLvsKjvhMe9V3dUP8Jj/pOeNR3dfMj95+mpiZ7fO3aNXYx\nhurIysqiR48eSE1NhYuLC4DG6Udzc3OsWLECCxYsAFDeZnt7ewDlG5GHhITgzZs3GDp0KDsi8q36\nkb/u6sO30H8fP36Eq6sru8XH1ys1qqur87VzzJgx7PoZX47KmZub48mTJ43Q4nIN2XcmJiYwMTFB\namoq3wBWWVkZxMXFUVxcjOTkZNy8eRPy8vICHxTduHEDlpaWWLhwIWRlZSu9T42CudLSUsyYMQMO\nDg6wtLQEACgpKSEjIwPKyspIT09nI04VFRW+/RRSUlKgoqIikJ6amgoVFZWa3J7vxWRSc2FhYdR3\nQqK+qxvqP+FR3wmP+q5ufvT+6969OztakJ+fz7ftwKFDh6Curg5vb2+cPn0aQPlUscmTJ8POzg5p\naWlN0ncKCgpsMBcbG4vu3bsjKSkJ1tbW7Ht/hw8fxoQJEyApKQk3Nzd22fTPPnz4AEVFRYEN1BvL\nj/51V1eN2X+5ubnYu3cvOnTogGHDhrHpDMPA1taWDeS+xuVy8csvv0BfX59N69KlC/79918kJiay\naZKSkti8eTM0NDQa7iG+0JRfewYGBuz7glFRUZg8eTKePn0qUO769esQExPDf//9h/Dw8ArrqtF3\nrpeXF3R1dfnmhw8cOBBnzpwBAJw9e5bdJG/gwIG4dOkSiouLkZiYiISEBBgaGqJVq1aQk5NDZGQk\nGIaBv78/38Z6hBBCCCFNhcPhwNraWiBdVVUVbm5usLS0hJ+fHy5fvozjx4/j4cOHmDZtGt9WA41N\nR0cHioqKAIDMzEy8fv0aHh4efAu4fPjwAevXr8fy5cuhp6eHTZs2YeXKlRg/fjx69eoFZWVl6Onp\n4dixYzVecIH8mObPn49Zs2bB1taW732u0NBQXLp0iT3v3r07++GAqKgoNm/ezBfIAeXbDxw7dowd\nDAIADw+PRgvkmlqnTp3Y4z/++AMdOnRAbm4ugPIPab6MuS5fvlzl9OtqR+bCwsJw4cIFdOjQAY6O\njuBwOJg5cyYmTZqEP//8E6dPn4aGhgb7Qp+uri6GDh2KYcOGQVRUFIsXL2anYC5atAjz5s1DUVER\nzMzMYGZmJlwPEEIIIYTUsyFDhsDb25svrXPnzuxxZQFfU+FwOOjduzcCAwMBQGDUrSKzZ88WSHv9\n+jVcXV1x9+5dbNy4Ebt37wbDMBg9ejTfegfkx8Xj8bB161b2fPDgwbhz5w5kZGSwYcMGNn3s2LE4\nfPgw7t69i4CAAIwcOZJvLY0vmZqaIiIiAkuWLIGkpCSWLl3a4M/xrfgymAPAN0JpY2MDHx8faGho\nYNWqVQDK39Wt7J3YaoO5Hj16VLpEr4+PT4XpU6ZMwZQpUwTSu3TpggsXLlR3S0IIIYSQRmdhYQFR\nUVG+fea+/qPrW/NlMPelCRMmoGPHjpg3bx4kJCSQn59fbV27du3Crl272PO//voLXbt2hYeHByZO\nnFiv7SbNS0XvsVU0KDN16lQA5YGaqalptfVqampi3759dW9gM2NlZYWFCxdWmDdmzBgAwPLly8Hj\n8XD+/Hl4enpWWlfTTJAmhBBCCPnGyMvLC+wF9eXI3Ldo+PDhAovQaWpqYvXq1ZgzZw4yMzORm5uL\ne/fuCVx74MABPH/+HKNGjaqwbh6Ph4iICLi7u2P+/Pn4+PEjzp8/j/fv3zfIs5BvV0WruH6tS5cu\nfKtWksr16dMHgYGBmDVrFl+6sbEx+z4il8vF6tWr8fTp0ypXyK3V1gSEEEIIId8za2tr3Llzhz3/\n1oM5IyMjPH78GHfu3EFJSQk6d+6M/v37s5uUf97nzsTEBGPHjsWRI0egpKSE0NBQtG3bFgBw9OhR\ntGjRQmCK6ZdWrVrFTvkSExODpaUlunXrhjlz5vC990S+T//99x/fuaqqKrS0tJCTk4PY2FhwuVys\nWrWqQVe3/94MHjwYgwcPxrNnz3D58mUAwJo1a2rdhxTMEUIIIYT8vyFDhmD+/Pns+bcezAHlAV1l\n7yV96eDBg3B1dUWXLl34tmLgcrnYsWMHGIbB7t27YWpqisDAQOTl5cHNzY39Q/OzkpISBAQEICAg\nAFFRUQJ/6JPmLSMjAykpKTAwMICIiAiOHTuGR48eASj/WvlyFXsAePfuHbhcLtTU1Jqqyc3a0aNH\nsXbtWhgbG9doX7mv0TRLQgghhJD/92VgZGpqyq4W+T0QFRXFkCFD+AK5z7hcLry9vZGRkYFbt25B\nWloarVq1Yt/XqWy04OLFixTMNQMxMTGYOXMmrly5UmW5Fy9eoFOnTujatSvatm0LKysruLq6svkT\nJ04UGInV0NCgQK4OWrZsibVr11Y63bk6FMwRQgghhPw/LpeLq1ev4syZMz9kkKKkpAQRERH2XExM\nDGvXrkV0dDTOnj2L/Px8RERE8I1Yenh44NOnTwDKF8owNTWFhYUFVq9ejZSUlEZ/BvI/JSUlOHny\nJPr06YMtW7bA3t6eb+XEzy5dugQrKyvo6+sjPT0dAJCUlMS3oXf79u2xcePGRms7qRkK5gghhBBC\nvqCsrAwnJycoKCg0dVO+GZ06dYKjoyOkpKRgaGiIW7dusaOWb968wZQpU5CRkQF7e3vcu3cPt27d\ngpeXF7S1teHi4oLZs2dj1qxZOH78OEpKSpr4ab4vRUVFWL58Odq3bw83NzcUFBQAAK5cuYI2bdrA\nxcUFOTk5bNkDBw7wXf/o0SM4OjryBW5f09XVxdmzZyEnJ9dwD0KEQu/MEUIIIYSQWlFWVsauXbvY\nqWEnTpzAiRMnBMoVFxfj5MmTfGlbt27FjRs3ICUl1Sht/Z6VlZVh6NChuHnzJgAgPj4e2dnZGDBg\nADw9PVFWViZwzZIlS6Cjo4Po6GgUFBTg2LFjAgH23LlzYWNjg8jISGhpabH7R5NvD/2vEEIIIYSQ\nWnNxccG1a9cq3CdsxIgRSEpKwoMHDwTyQkJCMGjQIPz8888IDw+HrKws2rRpA11dXeTn5yM5ORkm\nJibo379/tW14+PAh/Pz80LNnTwwfPhxiYmL18mzNRXBwMBvIfXb+/HmcP3+ePZeXl4eTkxMOHTrE\npo0bN67C+vr3748BAwZg0aJFEBMTq3AvOfJtoWCOEEIIIYQIZefOnVBXV8fq1atRUlICaWlprFq1\nCn/88QcYhkFwcDD8/PwgKiqKV69e4ezZswDKg5Dg4OAq627RogV0dXUxevRodO/eHXJycujevTs4\nHA6Ki4sxffp07N27ly3fvn17XLp0Cfr6+g36zA3l48ePkJGRwZs3b3Djxg3Y2NigTZs2VV5z7ty5\nKvN79uyJc+fOQV1dHSoqKli3bl2F5RQUFODr6wtra2uh20+aBgVzhBBCCCFEKGJiYli6dCnc3d3x\n7t07GBsbQ0JCAgDA4XBgYmLCtxH7n3/+iX/++adGdWdlZSE0NBShoaFsmpqaGhQUFBAbGytQ/vXr\n17C0tMTVq1fRsWPHOj5ZwyspKcH06dNx8+ZN5OTkCCwWIysrCw8PDwwaNAgWFhbgcvmXukhLS+Pb\nE/HZs2e4ffs2lixZgtTUVDg7O+PgwYOQlpYGACxatAgFBQV49uwZuFwuOnfujKysLGhpacHDwwOt\nWrVq+Icm9Y6COUIIIYQQUidaWlrQ0tKqttyWLVswfPhw+Pv74+PHj5CUlIS+vj5iYmKQnp4OMTEx\nvHnzBg8fPqzw+uTkZCQnJ/OlKSgoIDs7G0D5CoxGRkb49ddfMXz4cJibm3+zUy/37t2LPXv2VJqf\nm5uL1atXY/Xq1bCwsMDEiRNhbW0NZWVl5OXlwcXFhX0nzsTEBAYGBjAwMMDEiRORmpoqsAWFjIwM\ntm7d2qDPRBofBXOEEEIIIaTRmJmZse9ihYWFoUePHgJlXr9+jdevX+PMmTM4cuQIZGVl8eHDBxQX\nF/OVW7hwIZYuXYobN25g2LBhKCoqQlFREby9veHt7Q1xcXGoqqpi0qRJ8PLyEhjdamj79+9HaGgo\nZs+eDV1dXTa9uLgYK1asqHE9N2/exM2bNyEtLY2NGzfi0KFDCAkJYfNnz57NHouJiVW4lyD5PtHW\nBIQQQggh5JvSvn17WFpaYufOnfj06RPev3+PDx8+4PHjx3jy5AmOHTuGW7duYdmyZeBwOBg0aBBC\nQkLQs2dPvnqKi4uRkJCAhQsX4ueff27UbRECAgLg7u4Ob29v9OvXD48fP0ZZWRk2bNgACQkJvhHG\n6OholJSUIDQ0FNevX0d2djZ27NgBJycnvjrz8/MxdepUvkBu7dq1GD58eKM9F/m20MgcIYQQQgj5\n5snKysLY2BgAYGRkJJBvZGSEBw8e4M6dO/D394e/vz/evn3L5p89exabNm3C3LlzG7ytPB4PXl5e\n7HlGRkaFI5BAeTD2eRP2L8tMmzYN06ZNw61bt3DkyBGcOHECeXl5fNd6eHjA09OzAZ6ANBc0MkcI\nIYQQQr4LXC4X5ubm2LJlC+Lj45GVlYVJkyax+UuXLuVbUKWh+Pn5ITw8vMoyEhIScHZ2hoeHR5Xl\nzM3NsW/fPsTFxWHUqFHQ0NCAuro6tm7divHjx9dns0kzRMEcIYQQQgj57nA4HCgoKGDnzp0wNDQE\nABQUFKBv374NuhBISUkJFi5cyJ7b29vDwMCAPZeQkMDSpUuRlZUFX1/fGm+erqqqiuPHjyMpKQnv\n3r2rNggkPwaaZkkIIYQQQr5boqKi8Pb2hrm5OYqLi1FWVoaZM2fC0tISsbGxOHXqFKKjo9G7d2/s\n2LGD3Vrha7m5ueBwOJCRkan0Xi9fvsSkSZPw8uVLAOV75fn4+EBcXBwHDhyAlJQUhg8fjpYtWzbI\ns5IfDwVzhBBCCCHku9avXz8EBQXh559/RmJiIng8HoyMjPgWRImKioK4uDh27twJoHxj8/z8fAwc\nOBABAQEYO3YsioqK4OXlBQcHB7Rv3x6pqanYv38/QkJC8OTJE2RmZvLd19PTE4qKigBAI2mkQVAw\nRwghhBBCvnu9e/fG6dOn0bt3bwCocGXLXbt2wdTUFKWlpez7aH379kV4eDgKCwsBAAsWLMCCBQuq\nvV/btm0xY8aMenwCQgTRO3P/L7swG5fjLuNc7Dk4nnDEAJ8BCE4MbupmEUIIIYSQetKrVy84Ozuz\n54qKipg3bx50dHTYNFdXV76FRUJCQthAriZ0dXWxZ88ehIaGVjklk5D60CxG5rILs6EgqVCra15+\neIk9YXuQlJOELq26YEafGcgtzoW4iDh2PNqBN1lv0EejD4rKihD/MR5Ho44iPT+dr47+B/vDycAJ\nWvJaAABxEXH01ugNi7YWUJRSrLfnI4QQQgghjcPHxwe9e/eGoqIiXFxcICMjAy8vL3Tu3BkJCQmV\nXqeoqAhDQ0M8f/4chYWFyMrKAgD0798flpaWSExMhJycHBYvXgwFhdr93UqIsJpFMGd60BQrLFZg\nqN5QiIuIC+QzDIP3Oe9RwiuBtoI20vPTMcBnAJJz/7cZ44KbgsPhB8MPVnnfMqYMp56dEkjngIMB\nbQfg6PCjUJdTF+KJCCGEEEJIU5CSksLs2bP50mRlZbFr1y4MGzaswmtMTU1x8uRJqKmpASjfRy44\nOBhcLhd9+/YFh8Np8HYTUpFmEcxFp0XD0dcRytLK0Guph3aK7bBt6DYoSirC96kvFt5ciLjMOACA\ngoQCcotzUcaUCXUvVVlVKEkpIS4zDkVlRRWWYcDg1ptbWHprKXbb7Rb6uQghhBBCyLfBxsYG69at\nw4kTJ9C3b1/MmDED7du3R3x8PPT09PgCNi6Xi59++qkJW0tIuWYRzH2WkZ+BjPwMBCcF43nGc3RQ\n6oDj0cf5ymQXZfOdm7YxRXRaNLIKsyAuIo7ismKoyqpCU14TXA4X7Vq0g7qcOlRlVTHReCKUpJUA\nADyGh9D3oXic/Bj5JfkAgLS8NFyPv47Q9+WbTZ54egKbh2yGtJh0Izw9IYQQQghpSHPmzMGcOXP4\n0jp06NBErSGkes0imPM08cT+J/vxoeADmxaWHIaw5DD2nMvhgsfw+K5bNXAV5vWfh09Fn5Cckww9\nJT2U8cogJiJW7T25HC56a/RGb43efOkMw0B/uz5eZr7Ep6JPGHd2HEYYjEBsRixSc1PRU70nRnYe\niRaSLer41IQQQgghhBBSuWaxmuVaq7V4/cdrnHU5i86tOgvk/2r0Kz54fkCcRxzGdxuPyd0n46H7\nQ8zrPw8AIC8hD31lfXA53BoFclXhcDj4xegX9vxMzBm4nnHF8jvLsefxHkz+bzI67eiElx9e1uk+\nhBBCCCGEEFKVaoM5Ly8vmJiYwM7Ojk3bvn07zMzM4OTkBCcnJ9y5c4fN2717NwYPHoyhQ4fi7t27\nbPrTp09hZ2cHa2trrFy5stYNlZeQh2NHRzye8hjDDYZDQUIBvTV6Y6/dXuy3348Wki2g01IHPo4+\n2G23G700etX6HjXl1s0NEiISleYn5ybD6rAV3n1612BtIIQQQgghhPzYqp1mOXz4cIwbNw6enp58\n6b/++it+/fVXvrRXr14hICAAly5dQkpKCn799VdcuXIFHA4HS5YswcqVK2FoaIhJkyYhKCgI/fv3\nr3WDxUXEcdr5dK2vq0+a8pq4MPoCjkQdQXZhNiREJaAuqw5Rrii2PtyK4rJivM1+C83NmlCXU0dv\njd5wN3ZHf+3+kBaThii3WcxuJYQQQgghhHzDqo0qevbsiXfvBEeYGIYRSLt+/TpsbGwgKioKTU1N\naGtrIzIyEurq6sjLy4OhoSEAwNHREdeuXRMqmPtWWOlYwUrHSiB9YLuBsD9hj1JeKQDgfc57+Mf6\nwz/WH0D5tgaju47GIcdDFNQRQgghhBBChCb0O3NHjhyBg4MD5s+fj5ycHABAamoqu/8GAKioqCA1\nNRWpqalQVVUVSP8eDdUbin8d/wUHFe83woDBsahjmHt1biO3jBBCCCGEEPI9EWpoaMyYMfj999/B\n4XCwefNmrFmzRqj34GoqLCys+kLfkA7ogF19dyHiYwRUpFQQ9ykO99Pv43XOa7bMppBNUC1RxUC1\ngQ3alubWd98S6ru6of4THvWd8Kjv6ob6T3jUd8Kjvqsb6j/hfQ99J1Qw17JlS/bY2dkZv/32G4Dy\nEbfk5GQ2LyUlBSoqKgLpqampUFFRqfH9evToIUwzm1QPCLaZx/Aw4uQIdsrlksglMDE0wU9tGmbT\nybCwsGbZd98C6ru6of4THvWd8Kjv6ob6T3jUd8Kjvqsb6j/hNbe+qyzwrNE0y6/fj0tPT2ePr169\nym6mOHDgQFy6dAnFxcVITExEQkICDA0N0apVK8jJySEyMhIMw8Df3x+DBg0S9lmaLS6Hi4MOB6Eu\npw4AyC/Jh+lBU7iecUUZr6yJW0cIIYQQQghpTqodmZs9ezYePHiArKwsmJubw8PDAw8ePEBMTAy4\nXC40NDSwbNkyAICuri6GDh2KYcOGQVRUFIsXLwaHU/7u2KJFizBv3jwUFRXBzMwMZmZmDftk36gW\nki3gPcwb9ifs2bRjUcfQXbU7ZpvMbsKWEUIIIYQQQpqTaoO5jRs3CqSNGDGi0vJTpkzBlClTBNK7\ndOmCCxcu1LJ53yc7fTtcGnMJ0wOm4/XH8vfo/rr6FzILMuHc2RlaClpQlFRkA2FCCCGEEEII+ZrQ\nq1mSuhmqNxSxv8fCWNWYTVt1dxWMdhtBaZ0SjHcb40P+hyZsISGEEEIIIeRbRsFcExITEYPfSD90\nbd1VIC8iNQJr7q5Bfkk+isuKseDGAjj7OWPJrSU4G3MWGfkZTdBiQgghhBBCyLeCdq1uYjotdfBk\nyhOcenYKp2NOw++ZH5u3IXgDNgRvqPA6SVFJTO4+GWss10BKTIpNZxgGMRkx0JLXavC2E0IIIYQQ\nQpoOjcx9A0S4InDp4oKTI0+Ct4gHI1Wjaq8pLC3E1odbMfm/yWxaVmEW7E/Yo/POztDarIXTb08L\nrERaFR7DQ3ZhtlDPQAghhBBCCGlcNDL3jeFwOFhmvoxvtcvPJhhNgIKkAq7HX0dkaiQA4EjkEciL\ny8NI1Qir765GfFY8ACC7KBuro1bjWfEziHJF8TLzJTTkNLDPfh/UZNUEFlf5VPQJPx34CTHpMZhg\nPAHtWrSDopQiJhhPgLiIeMM/OCGEEEIIIaRWKJj7Btnp2+Gw02G8+PACFm0tEJQQBN2WuhjdZTQ4\nHA4YhsFIv5E4HXMaALAzdGeldZ17fo49jkyNhMYmDYhyRWHbwRYHHQ5CVlwWolxR/BPyD6LTogEA\nex/vZa/Z9nAbpvWchrGGY6EgqdBAT0wIIYQQQgipLQrmvlFjDceyxxbtLPjyOBwOvG298eDdAyR9\nSuLLkxGTgbetN/aE7UFQQlCFdZfySuEf6w//WH9wwIFBKwMkZidWWPZZ+jNMD5gO7zBvhE8JhwhX\npI5PRgghhBBCCKkPFMw1U8rSyoj4LQL7Hu9D6PtQvM1+i3Yt2mGh2UJ0bt0ZFm0tYLzTGOlF6TBW\nNYZOSx2cenZKoB4GDJ6lP6v2ftFp0bgRfwNWOlYN8TiEEEIIIYSQWqJgrhlrKdUSnj95VpinIa+B\n4wOOQ0RNBD9p/QQxETEceHIAN+JvoJRXinPPz6GwtFDguuMjjsOugx1kxGWQlpcGcx9zxGTEAAAO\nRRxCf+3+eJ7xHJ+KPsGglQGUpZUb9BkJIYQQQgghFaNg7jvWQrwFerTtwZ5PMJ6ACcYTAJSvfFlU\nWgRZcVk8Tn6MJylP0K5FO9jp27HlW8u0xtHhR9F9T3cAwNGoozgadZTNFxcRx8y+M7FowCJIi0k3\n0lPx4zE8LL65GAfDD8JB3wHrB6/na8v7nPdIy0tDN5VuAou+EEIIIYQQ0pxRMPeDaiHZgj3ur90f\n/bX7V1jOSNUIhiqG7OqZXyouK8bae2sR+CoQZ5zPoJ1iuwZrb0XKeGVwPeMK36e+AMoXgrmfdB9n\nnM9ASkwKvtG+mHttLorKitBRuSMWmS3CqC6jKKgjhBBCCCHfBdpnjlSJw+Fg8YDFfGl6LfWgKqvK\nnoenhMPkgAkiUiJQxitrtLatvbeWDeS+bEv7re2htlENfwb+iaKyIgBAbEYsxpwZA+dTzo3aRkII\nIYQQQhoKBXOkWsMNhuPdrHeImhqF7L+z8cLjBd7NeoedNjshxhUDAKTkpsBotxFUN6rCO9S7ws3K\nU3JTkJyTXKe2FJYWIrMgE3cT7mLxrf8FmSIcEYhwql9p89SzUzj59GSd2kAIIYQQQsi3gII5UiPq\ncuro0roL5CXkAQBcDhdTe01F4NhASIpKsuUy8jMw9eJU/HXlLzbtSfIT9N3XF2ob1aC1WQtbQraA\nYRgEvQ3C1VdXUVJWwnev1NxUbArehODEYADA2rtrIbdaDqobVKGwRgFK65TQ/2B/lPJKAQD9NPuh\ncEEh7k64izYKbQAAipKK0Guph996/IaEPxMwqN0gtv5/I/+tlz7JyM9g20AIIYQQQkhjo3fmSJ1Y\ntLOAv4s/pvw3BW+z37Lpm0M2Y2qvqRDlimLwkcHIyM8AAJQxZZgZOBMzA2eyZVtJt8LiAYsxtddU\nMAyDYceGISw5DAAgISLBTpXMLc4VuL+ytDIOOx2GKFcUfTX7Is4jDnkleXzvBALAPvt9aPdP+Tt9\nl+MuIyo1CncT7iK7KBvxH+MRnBSM3OJcWLW3wo5hO6p9bs+rnlh/fz1UZFQw1nAszNuaY4juEIhy\n6VuKEEIIIYQ0DvrLk9SZta413vz5BgUlBRhydAjuvL0DBgw23t+IB+8esIFcZdLz0zE9YDquvL4C\nG10bNpADwAZyFWmv2B6XXS9Dp6UOmyYmIoYWIi0EyrZt0RZm2ma48/YOAMDQ27DCOvc83oOw5DDY\nq9ijQ5cOkBKTAgccvs3S/Z76Yf399QCA1LxUbAzeiI3BG9FTvSeOOB2BvrJ+hXVn5Gdg/vX5eJfz\nDq1lWmPFwBVQl1OvomcIIYQQQgipHAVzpN5IiUlhodlCWB0u31jcO8ybzRPjiuHC6As4GnUURyKP\ngIHgO3Xnn5/H+efnK6y7p3pP7LXbCxUZFchLyCMqLQrdVLpBSkyqxu2bYDSBDeaqEpYchrDkMCwO\nXwxRrijEuGIw0zaDjLgM4jLjKlzZEwBC34fC/JA5nk9/zk5H/ZJHgAdORJ9gz6PSonBvwj2Ii4iz\nabnFuZh5eSaepDyBuIg4+mn2g42eDfpr9+crRwghhBBCCAVzpF4NajcI3VS6ISI1gi/d8ydPWOta\nw1rXGuus1uHO2zvoptINbVu0xazAWdgZupOvvJa8Fo4OP4oXH16Ax/AwpusYyIjLsPl9NfvWum1u\n3dzwNP0ptoRsQQmvBAoSChjYbiC05LUwrMMwzL02F+Ep4XzXlPJKUcorReCrQIH6lKWVscFqAx6+\ne4h9T/ahuKwYKbkp2PZgG+abzecrm5CdAL+nfnxpoe9Dob9dH8P0hkFTXhPGqsZYfmc57iXeY8sE\nJwVjU8gmKEkpYbvNdozqMqpWz8wwDO4m3IWMuAy6q3Wv1bWEEEIIIeTbRsEcqVccDgebrTdj4L8D\n+dL/6PMHe6wqqwrnzs7s+dahWxGZFom7CXcBAAoSCjg6/GiV+98J27Z1VuvwZ98/EfY+DAPaDuAb\nQeuh1gO/XfwNF55fqHJ6J5fDhYmWCXbY7IChiiHGG41HT/WemHC+fEP2BTcXYM29NRjfbTyG6Q3D\ntdfXsClkU4V1vcl6gx2Pqn9H70PBB4w+PRqBrwIxQHsAGIZB59adcTTyKNoptsPITiPNDRc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hkhvzQfIohgJDNCYl4ibIwoRjCrOAvWcmsYSg1RUFqAL899ib9u/oV+Tv0wwm0Eulp2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\nACmGiUmEzIBYAAAAAElFTkSuQmCC\n",
       "source": "display",
       "text": [
        "<matplotlib.figure.Figure at 0x970a3d0>"
       ]
      }
     ]
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "id": "0EB583FDBC8F47CF82BFFABC5C6BC5B2",
     "input": [
      "print '\u87ba\u7eb9\u4e0e\u94c1\u77ff\u77f3\u76f8\u5173\u7cfb\u6570\uff1a', np.corrcoef(y, x1)[0][1]\n",
      "print '\u87ba\u7eb9\u4e0e\u7126\u70ad\u76f8\u5173\u7cfb\u6570\uff1a', np.corrcoef(y, x2)[0][1]\n",
      "print '\u94c1\u77ff\u77f3\u4e0e\u7126\u70ad\u76f8\u5173\u7cfb\u6570\uff1a', np.corrcoef(x1, x2)[0][1]\n",
      "print '------------------------------------------------'\n",
      "print '\u87ba\u7eb9\u4e0e\u94c1\u77ff\u77f3\u5361\u65b9\u68c0\u9a8cp\u503c:', st.chisquare(y, x1)[1]\n",
      "print '\u87ba\u7eb9\u4e0e\u7126\u70ad\u5361\u65b9\u68c0\u9a8cp\u503c:',st.chisquare(y, x2)[1]\n",
      "print '\u94c1\u77ff\u77f3\u4e0e\u7126\u70ad\u5361\u65b9\u68c0\u9a8cp\u503c:',st.chisquare(x1, x2)[1]"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "output_type": "stream",
       "stream": "stdout",
       "text": [
        "\u87ba\u7eb9\u4e0e\u94c1\u77ff\u77f3\u76f8\u5173\u7cfb\u6570\uff1a"
       ]
      },
      {
       "output_type": "stream",
       "stream": "stdout",
       "text": [
        " 0.977895286856\n",
        "\u87ba\u7eb9\u4e0e\u7126\u70ad\u76f8\u5173\u7cfb\u6570\uff1a 0.964336641768\n",
        "\u94c1\u77ff\u77f3\u4e0e\u7126\u70ad\u76f8\u5173\u7cfb\u6570\uff1a 0.948966994897\n",
        "------------------------------------------------\n",
        "\u87ba\u7eb9\u4e0e\u94c1\u77ff\u77f3\u5361\u65b9\u68c0\u9a8cp\u503c: 0.0\n",
        "\u87ba\u7eb9\u4e0e\u7126\u70ad\u5361\u65b9\u68c0\u9a8cp\u503c: 0.0\n",
        "\u94c1\u77ff\u77f3\u4e0e\u7126\u70ad\u5361\u65b9\u68c0\u9a8cp\u503c: 0.0\n"
       ]
      }
     ]
    },
    {
     "cell_type": "markdown",
     "id": "FC48518499D94F4F9DA8EBDC2BEC5384",
     "metadata": {},
     "source": [
      "\u5bf9\u5b83\u4eec\u7684\u4ef7\u683c\u5e8f\u5217\u8fdb\u884c\u5361\u65b9\u68c0\u9a8c\uff0cp\u503c\u51e0\u4e4e\u4e3a0\uff0c\u53ef\u4ee5\u8ba4\u4e3a\u8fd9\u4e09\u8005\u4e4b\u95f4\u9ad8\u5ea6\u6b63\u76f8\u5173\uff0c\u5b9e\u9645\u4e0a\u87ba\u7eb9\u548c\u94c1\u77ff\u77f3\u7684\u76f8\u5173\u7cfb\u6570\u4e3a0.978\uff0c\u87ba\u7eb9\u548c\u7126\u70ad\u7684\u76f8\u5173\u7cfb\u6570\u4e3a0.964\uff0c\u94c1\u77ff\u77f3\u548c\u7126\u70ad\u7684\u76f8\u5173\u7cfb\u6570\u4e3a0.949\u3002\u8fd9\u5c31\u4e3a\u4e09\u8005\u4e4b\u95f4\u8fdb\u884c\u8de8\u54c1\u79cd\u5957\u5229\u5960\u5b9a\u4e86\u57fa\u7840\u3002"
     ]
    },
    {
     "cell_type": "markdown",
     "id": "E43C4B5582E644619131DBC121052421",
     "metadata": {},
     "source": [
      "## \u4e8c\u3001\u6a21\u578b\u6784\u5efa\n",
      "---\n",
      "\u94a2\u6750\u751f\u4ea7\u6d41\u7a0b\u5927\u81f4\u5206\u4e3a\u4e09\u4e2a\u9636\u6bb5\uff0c\u5206\u522b\u4e3a\u70bc\u94c1\u3001\u70bc\u94a2\u548c\u8f67\u94a2\uff0c\u751f\u4ea7\u6210\u672c\u4e3b\u8981\u5305\u62ec\u539f\u6599\u6210\u672c\u3001\u80fd\u6e90\u6210\u672c\u3001\u4eba\u5de5\u6210\u672c\u3001\u6298\u65e7\u548c\u8d22\u52a1\u6210\u672c\u7b49\u3002\u4ece\u539f\u6750\u6599\u4e0a\u6765\u770b, \u751f\u4ea71\u5428\u87ba\u7eb9\u94a2\u5927\u81f4\u9700\u89811.6\u5428\u94c1\u77ff\u77f3\u548c0.5\u5428\u7126\u70ad\u3002\u56e0\u6b64\uff0c\u6211\u4eec\u53ef\u4ee5\u901a\u8fc7\u671f\u8d27\u5e02\u573a\u6765\u5927\u81f4\u6a21\u62df\u94a2\u5382\u7684\u751f\u4ea7\u8fc7\u7a0b\uff0c\u901a\u8fc7\u7ed3\u5408\u76f8\u5173\u54c1\u79cd\u5728\u671f\u8d27\u5e02\u573a\u7684\u5229\u6da6\u4ee5\u53ca\u73b0\u8d27\u5e02\u573a\u4f9b\u9700\u57fa\u672c\u9762\u6570\u636e\uff0c\u628a\u63e1\u54c1\u79cd\u95f4\u7684\u5957\u5229\u673a\u4f1a\u3002\u901a\u8fc7\u6210\u672c\u4f30\u7b97,\u5f53\u524d\u9636\u6bb5:\n",
      "\n",
      "* **\u87ba\u7eb9\u94a2\u6210\u672c\u22481.6\u00d7\u94c1\u77ff\u77f3+0.5\u00d7\u7126\u70ad+\u52a0\u5de5\u6210\u672c** \n",
      "* **\u5229\u6da6\u2248\u87ba\u7eb9\u94a2\u671f\u8d27\u4ef7\u683c-\u87ba\u7eb9\u94a2\u6210\u672c**\n",
      "\n",
      "\u70bc\u94c1\u3001\u70bc\u94a2\u548c\u8f67\u94a2\u4e09\u4e2a\u9636\u6bb5\u7684\u603b\u52a0\u5de5\u8d39\u5927\u6982\u57281100\u5143\u5de6\u53f3\u3002\u4e0b\u56fe\u662f2013.10-2016.7\u865a\u62df\u94a2\u5382\u5229\u6da6\u8d70\u52bf\uff0c\u5728-200~300\u7684\u8303\u56f4\u5185\u6ce2\u52a8\uff0c\u5229\u6da6\u4e2d\u67a2\u5728100\u5de6\u53f3\u3002"
     ]
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "id": "C457174B9F014DFC953AD0E707689C81",
     "input": [
      "fig = plt.figure(figsize=(15, 5))\n",
      "sns.set_style('whitegrid')\n",
      "ax = fig.add_subplot(111)\n",
      "ax.set_xlim(0, len(rbm0))\n",
      "profit = (y - 1.6*x1 - 0.5*x2 - 1100).tolist()\n",
      "ax.plot(profit, lw=3)\n",
      "ax.plot([300]*len(profit), '--r')\n",
      "ax.plot([-200]*len(profit), '--g')\n",
      "ax.set_xticks(range(0, len(profit), 60))\n",
      "xlabel = ax.set_xticklabels([rbm0.ix[i, 'tradeDate'] for i in ax.get_xticks()])\n",
      "title = ax.set_title(u'\u865a\u62df\u94a2\u5382\u5229\u6da6\u5386\u53f2\u8d70\u52bf\u56fe', loc=u'center', fontproperties=font, fontsize=16)"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "data": {
        "image/png": 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VCy+++KJFsPHSSy9h4sSJCAgIwNixY6s8x7p161BYWIgxY8ZI20JCQiyajle8pn379sm2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\nG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        "text/plain": "<matplotlib.figure.Figure at 0x9708d50>"
       },
       "metadata": {},
       "output_type": "display_data",
       "png": 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910Fob41Bq9PjdKwGAJCZW4KPv4/GD/suM7tUS+etVCzd+fs1K3veuVOxGuz+\n4wYSNYVYtv6k1KCeiIiI6G4r0zlupo5BHdlFVS0NAECpVGDZi4Pw5pTeeO3pHtWex0Wtgpe7WrbN\n38cVg7uFSvfzi7RYtytGtk9JmfybleMX0gAA63fH4GB0Er7fG4uTMZqavyCSWGtDcT4uEzkFpbU+\nZ2GxFnuP3cTXOy5K24pKy7Fyy/lan5OIiIjIFrpys0wdgzq615TJWhooLR739nBGn07BcHO5/ZRI\nfx9Xi/t9OgZB7WR53qpEx2qgKzcg6lSitG3D/is1Pp6MRFGUBXUKhQDAWPL32bf31jgDat5Uftn6\nU/h0wxkkpRfKth89n4o/L6fbYeREREREd8ZiTR2nX9K9prpCKXcqwCyoC/BxhauzCs+MbF/jcxSV\nluOHfbGybek5xZyCeYduphVAk10MwBisTxvTUfb493tjcSUhp8rjRVHEkjXH8OTCndh2q9jK1cQc\n/Hklo8pjvtx+waL6FBEREVFd05qvqWOmrvErKtHh/bUn8PeVfyD2ZnZ9D6feyaZfqm2rv2O+rq4i\nczf2/ghsW/4ourezXkyjY6smePyBCOn+hgNXZY9n55exz9odOnI2Wbrdq0MQBncLhfJWtq7CtVv9\nBK1JztLhVIwGBoOINdsuwGAQsf2w5Xq8KY90kDK8N9MKsCHqKr7ZeYn/t4iIiOiuMQ/quKbuHvDD\nvsvGqWJXMvD6fw5j77Gb9T2kenW76Zd3wjxTZzodU6EQ8NSI9hBuxRVOKuNb2NVZhVmPd8GTw9si\nItS7ynNHx3JqX02JoogjZ1Kk+wO7NoOPpzPmTLhPtl9KRqH5oRJNrlZ2/+K1LBw5UxkojugXjlf/\n2h3jhkTgkYGtpO3f7YnFxqirWLzqKH4/l4Kfj1xDcakORERERHXFPIhzpKCOLQ1qIaegFLuP3pDu\niyLw9Y4LGNozFE4q2wIaR1VdS4M7Zb7uztNNfr9tC1+88WwvxCXlYszAVtDpDXB1VsHTzVhg5e/P\n9cVL/ziI3MIyi3OfuJSGcUMiLLaTpRup+Ui+FbC5qJXoERkIABjeuwXUTgos/zYaAJCaWVTlOdJy\n5IHYxqirKNcbp8BGhHrLehN2beOPjVHy7GpxaTk+/OYkACApvRAzx3ex8VURERERWac1q37JlgaN\n3LZD8Rbp2aLScrz8r0P4esdF5OTLqwIaDCI02cUO9ca4U/JMnW3fFfh5u8juC4JgsU//Ls3w7KgO\n8PVyQVM+1HaEAAAgAElEQVRfNymgAwBfTxdMfqSD1XNfupaFo+dTkJHD0vm3c8Zk3VuvDkGyYL2Z\nf2XvwZRqgrpUs6DutEkRlA6tmsgea9vCF1Z+1BLTL1KIiIiI7E1bzumX9xTTD6YhJo21E9IKsPlg\nHGYvj8KZK8Z9dhy+hqnv7sNz7/2CBZ8dgcHQOAt1lOlM19TZlqnr0a4pWjUzTqGc8kjH2+xt3QM9\nmqN3hyAAQP8uwYgM9wNgrNr4/tqTmL38gE0l+e8FFX0AAWMWzVSwf2WvwbSsIqvva71BhCan6imT\nEaE+svtuLk4IC/Kqcn+DQURpWXmVjxMRERHZwjyIc6SEDIO6OySKItKyiqX7LzxuOR2soNhYROX3\nsylYtfU8svKMwUPszRwkpjfOQh2ldqx+qVQq8M+592Pt3x/C+AdqN1VSoRCwcHIvrF44HG882wv9\nOgfLHi8p0+PsVcv+a6Yyc0twKaEYmbn3XlbPYBBlQV1Hs6yau6sTvD2M2VFducHqNUrJKIROX/WX\nGOZBHWDM1lXnf/uvVFttk4iIiKi2WCjlHlJYokPJrWyBs1qJLhH+CA+2zC6UlOnx4bqTFturKyrh\nyOw5/RIAlAoBTbxdb79jdedQKhDUxB2CIKBvp2CLx9Ozi60cZZRTUIq5Kw7hpyPZmPruPny+8Sz0\njTTLak2CpgCFJcYsm4+HsywjXUE+BdPyfX3pepbFtgquzkqr52weKN829v7Wsvsbo65i3r9/w7EL\nqdW/ACIiIqI7ZBHUMVPXeGlMsnSBfm4QBAGv/LU7+nYKwrRHO+Hfrw6pNlMVcyMHMdezG12AYM9M\nXV0I9nfHyP7hsm3pOVUHdet2xiC3wFhoRRSN67n2HL1x676IqFMJiDqV2Gin05pm6Tq08rO6rtF0\nCqb5urqUzEJ8veOidP/+bqGyx12dVVIjc1P3dwuFq7Px/TP2/taY9mgnTB4tXx8pisBH605ZrF0l\nIiIisoV58/FyszV2DRmrX94hTbY8qAOAls28sWhKH2n7uPsj8OMvl60ev+VgHLYcjMPjD0Rgssl6\nMb3eAKXSMWPscr1BmnMsCIBa1TBfx6zHu6JrRICUQa0qUxeXmIv9JxMstq/bdQl9OwXh0OkkfP3z\nJQDGjOL93UMt9nV0FWtCAcuplxWamQR1ySYZaL1BxMffRaOo1JjR9vdxxfNjO+FaSi4SNcb9BnYN\nsXpOXy8XrHhlCBLTCtC9vbEfYcsQyxYV5XoD1my7gNee6XmHr4yIiIjIOp15oZRqlpE0NA3z03cD\npsmuzEhUBHXmHuzd4rbn2fRrnNR3a2PUVTy5aBdWbT1vn0HeYjCI2PxrHA6dz7d4k9qTaSVJX08X\nq1mdhqJZQGUgYpqp0xtEJGoKcPlmNg6YBHStg52l4KW4tBxvrz4mBXQAsP+EZfDn6IpLdbJ+flU1\new8zmXZ8+WblOrefj1zDlYRcAIBSASyY1AveHs54/ZlecHd1gqebGiP6hVf5/M38PdCnU7DUHqRl\nM+vFU347k4xryXk1fl1ERERE1SnTmfepu4cydVqtFk899RR0Oh10Oh2GDRuGV155BXl5eZg7dy6S\nk5MRGhqKFStWwNPTEwCwcuVKbNq0CUqlEosWLcLAgQNtfiF3S5qVTJ25pn5uCPZ3l/p3tWvhi8tW\nijsc+jMZD/cJwzc7jUHCjsPX8H/D28Lbw9kuY/3lxE18/bNxClyr329YrE+yl9SsykDXdEpeQ9TU\nt/JnlpFTAlEUkVNQhjc+PSJ7HRX6tPVAxw7t8OYXf0AUjb3bTF1LyYMoijYFsvlFWmz+9SpCm3pg\neO+wWp/HFlqdHlGnEuHn7YKS0nJpYXB4sBdCm3paPaaioihgzG6WlpXDIIr4bk+MtH1wRy+p+El4\nsBe+WzICeoMI9R30MvT1dEF4sBdupObD20ON8GAvqcjN+t0xWPxc3zt+vURERETmdGZr6srL76FM\nnVqtxrp167B161Zs374dx44dQ3R0NFatWoV+/fph79696NOnD1auXAkAiIuLw+7du7Fr1y6sXr0a\nS5YsgSg6zgWzNv3Smpf/0g1KhQAnlQIzx3eBSmn5oX/fsRsWZfXTrAQWtfXphrPS7fW7Y6rZ0zam\nYw5qUvU1aQjcXZ3g4WpsZq4tNyC3oAy7/7hhNaBTKgSENXVGl4gAjK+iYXl+kbbaPm23oyvXY/Hq\no9j0axw++d8ZxN7MrvW5bLH1UDw+23gWS788jhU//iltH3hfsyqP8fZwRosgY8CnN4i4fDMHZ65k\noKTM+Auxmb87BnSQB4RKpeKOAroKi6b0xrOjIvHeCwPw/GOdpX52p2I0mL08Ci/+41dm7YiIiMgm\n5mvqdHrHydTZZfqlq6uxSqFWq4XBYIC3tzcOHDiAcePGAQDGjRuH/fv3AwCioqIwatQoqFQqhIaG\nIiwsDOfOnbPHMOpcWlYRTptMSwv0qzor1aFlE6x7ewS+WfwwIpr7wFrcGpeUh9ib8gxealbVxTuq\nY15ytaLIRwWtTl9nwXNqpmlQ17AzdYAxk1ohPacYxy9ar6TYtoUvnJ2M/0WeHhmJ/l2CoVIK8POS\nZ1JfXXEIZ69mWDvFba39+RLiEnOl+7U9z524lpyHTzeckfVb3Pn7Nem2aU+Wqta+VTBdb3fxepZs\n2ubA+0KsfplRG0FN3DFhWFuEBXkhLNgLPSMDpccS0gpwIzUfG6Ou2uW5iIiI6N5knqm751oaGAwG\njB07FgMGDEDv3r0RERGBrKws+PsbGxYHBAQgO9uYgdBoNAgOriwvHxgYCI1GY49h1Km4pFzM+GC/\nbFt1mToA8HJXw9PN2MurqmqXF+LkvdI0NczUmTZh/uTHPzFhwc/43/7K4izWAhVbMkrVMc1eOkRQ\n51vZKuF8fBaup+Rb3a9T68qARaVUYMGk3tj80Rh8s3gEpjxSWZGxqLQcS786LrUAqKn8Ii1+/v26\nbJs9s02FJTosXnUUTyz4GW98dgRHz6dCFEUsW38Ke4/dxIffnJTWdeYXaS2O79rG32rbAVOdTIK6\nC/FZiI6t/L/co731tXj2MLyX5brVw2eS6+z5iIiIqHETRdFK9UvHCersUv1SoVBg69atKCwsxLRp\n03D8+HGLNUZ2KZ4RHm657caNmu9rw/5RpxJhGpd99eV0uG+y0ketivP/8O0sFJVafuh/N/h/svvS\nNMAqxiNev45/fn8aB08nYdyQCIwe0BL7TyZgzZrngVWA6OsGAUCfwjLcp9PjuedWS8fG3siu/JBu\nx+tjmqkLrph+aefrb8/9XyrW4bky48/ida/10vbu7ZtCk1WM5IxCrFnzPHz/5wLRUA6o1dI+wq3z\nd4kIkJ3+s8+nQr3eBTCv/FnNeJy0eqwqkmdUF77+3W3HX5PzG8LCoS0oxSyTrJsAARdPX5QqVZaU\nlSMuKRftwvzwxcrnLM7RxMsVmHmz2vEMMIhol1dZKKfi/ebu6oR2LXxxJvtGrcZ/u/17dQiSbV6z\n5nkAgGHj3yDrlNAA3m+13b+TVgukpDSY8TjS/p3GjJH9v63v8XD/e2f/Tlpt5XuvAYyH+99D+2/a\n1LDG40D7m/6/XXOriF7F5xmLPnUNbfwm7NrSwMPDA4MHD8aFCxfQpEkTZGZmwt/fHxkZGfDzMxZV\nCAwMRGpqZRYpLS0NgYGBVZ1SpkxrmU24EB1tdd9OVvat6f56g4iSMgMUCgFxp05BIQj442yabH+1\nSrij8XRUiFCrFBAAiKics2teeOPqDQ2io6OrHP/ufUdx8LRxit6Wg3EQS+UNnktKyqBUCtDqLL9Z\nOHLqCnwUGRavtybjr2r/86dOITmjQLqvSYpDYabSbuevi/1FsfLaZJv0OmvmqUW35q7Yc1oLZyeF\nMaCD/H1nev7+kR74I6aylH9pmRaiQR7UVTeeklLLn1F6djEO/3ESbs4Ki/0rGEQRZToRKoWAy1Wc\nP6Ko1OIXkQgRy9Ydk207dOwiEm84w7wxgKtaAb1eh7M1uJ4CBIiQZ6LDA1Q4c8a4Nq+697MtP9/7\nO3ni0IUC2eMlpWWyKZ8N4f1my/7RDWw8DrM/7t7fi8a6v+l7ryGMx5H2r3jvNZTxONL+dfX34l7Y\nH7D+N8NRxl/f+5dptVaXSqWmahAdrbXYv67HU9P9TQmijQutsrOz4eTkBE9PT5SWlmLatGmYM2cO\njhw5Am9vb0yfPh2rVq1Cfn4+5s2bh7i4OMybNw8//fQTNBoNpk6din379t02kxcdHY0ePXrYMtQa\nm7XsgNRP653p/dAswAPPvfcLAOM0vLV/f8imCpU/7b9SZeESPy8XfLP4Ydm2bb/FY/vha3hsUCvE\nJeXi1+gk6bGIUG/EJVVO2XNRK9GxVRPZ2qYK3h5qRIT6wGAQMe/pnvByt/JN9h1KySzEjA8OAADc\nXFT48d1RDbqlAQDcTM3Hix//KvvP6+qswuqFwy1+rrd7323+NU6qMDqiXzhmP9H1ts9vMIj4/WwK\nln17StrmolZKDdxH9AvH5NEd4H6roIu5pV8ex4lLxi8ZnhjaBs+OipRdc61OjylL90lTKpv6uVXZ\nk+/+bqHo1zlY6t0X0dwHL/+lG8KCrLcRsOZvHx/EtRT5tNFpj3bE2Psj6vT/rcEg4uiFVPz0yxXp\n+SeN7gC93oCsvFI8OyoSHm62v8fry938ndfY8NrZhtev9njtao/Xzja8frVXce1y8kvx7JK9ssce\n7N0CL/1ft3oamXVV/axtztRlZGTgjTfegCiKMBgMeOyxx9CvXz9ERkbi5ZdfxqZNmxASEoIVK1YA\nACIiIjBy5EiMHj0aKpUKixcvblBBQFZeiRTQAcC5uExZG4MuEf42txzw93Gp8rHs/FKU6fRwvlUh\nsFxvwLqdl6AtN2D1tgsW+5sGdABQqtXLAroOLf1wJSEH5XoReYVa6bGth+Lw7KgOsMXJS2l458vj\n0v2gJu4N6mdZlbBgL4y7PwKbD8ZJ26Y92qlWP9eK6o8AkJBmfW2eua2H4mS97kICPNCpdRPsPWac\n6rjn6A3cSMnD8pcGI+pUAg6dTsZj97dGXmEZcvLLpIAOMPY4DAv2whCTBuhHzqZIAZ2/jys+nfcA\npryzV2oGbio+ORfNgyrXzXVs2eSOAjoACPJ3swjqqmqDYE8KhYABXZohv0iLzzcaK71WtAcBjP+X\n3pzap87HQURERI7PfD0dIC8e19DZHNS1a9cOW7Zssdju4+ODtWvXWj1mxowZmDFjhq1PXSeOnJWv\nYcnOL5XWIAHGdVe28vexshbPhCarCC1ufbDOKyyz+iarqc4R/lCJpTh3Q56p2XDgKv44l4I+HYMx\nZUxHi+NKy8px8XoW2oX5SS0AzO00K/IRepuiGg3JUyPaI+ZGNmJuZGNg12Z4qM/tG8ZbYxoAXbqe\njefe+wWzHu9a7fvENNMKAA/3DYOrswp7Ubl+LfZmDs7HZ+KT/52BwSDKKlWaOxidKAV1unIDNv9a\nWQVyZL9wuDqrMKRHc4ufFwAkpRfi292x0v2QgDsvdBNspThOaNO7915oHeJtdfvxi2k4cyUd97Wt\nu4ItRERE1DhodZbtCxyp+qVd19Q1BuYV9BI0BcjKrSwE0bVNgPkhd+x2Qd3NtAIpqMsxa01wp9q2\n8IWLIdsiqAOA5IwibD4Yh2G9mkvPBwCxN7OxfP0ppOeUwMtdjb9P64N2YX4Wx6dkyKtpPjGsjU1j\nvZvUTkq8P2sA0nOKEeRX+wyjv48L3FxUKL6VBdNkF+PHXy5XGdRl5ZXI1lG+Na0PekUGoqhEh+2H\n42VZ4n98Gw1DFVVTTZ2Pz5Kyuz/+chk30wqk1/jgrWD16ZGRiE/KtWihYS6kFsGYecN5tUoha/Je\n18KDveCsVqJMa/nL+K2VR/H0iPZ4cnhbh8giExERUf2wFtQ5UqbOLi0NGoviUh0um33ojUvMlQIr\nV2cVmgfaPq2siXf1Qd363TFSywLzfnOAsVR8RKj17IS5Ns19EN7U2eKDt6mYG5UNr68k5GDh578j\nPccYyOYXafHmF3/I2hYAxm8uNDmV2zZ8MBotm9VsTA2FSqlAM38PKBS1/7AvCIJFJtP0epr783Jl\nH7ouEf7o3SHIeA43NT57bShmmazJMy3iUh2tTo9fjt9EXFKurFfbpFGR8PU0TvX1cHXCh3MG4cUn\n78Njg1vjvrbWv5y4XQsDa8zbWIQ0te2a3im1kxJPDmtb5ePf7onFvuNVVPEkIiIigvWsnCNl6hw6\nqCss1uJ0bDqOX0hFXqFtGS0ASNQUVPt42xY+UNrhw6qzk9KiSMm4IRFwczEmTlMzi7Dl1nov86Au\n0M8Ns57oisfuj5CVbh90Xwge7huGJ4a2kbaHBLjD19MFgiDg9Wd6olvbAPh4Wq4bi71hDGTzCsvw\nwTcnLd7ApVo9Dp5OlG3TZBdJWSR/H1e4qO/dpK+16X0V/d9OXkrDh9+cxL7jNyGK8mmU3drJjxME\nAb0ia1YJFgCG9mwu3V655Tzm/uuQ9DPp2KoJHhnYSra/UiHgoT5heO6xTnju0U5o6ucmez/0aN8U\nfl5Vr/esivkXBs3vwno6c48PbSNrhP7UiPayfoRfbr+I9BzrxWKIiIiItOWOnalz2E/i6dnFeO0/\nh6VsRlNfV/xn3gNwc7G+/qsmbhfUWZuCWFvqW4VQKjw6qBWCmrjhv5vOAQAuXje2Ksg1CVYf7N0C\n08d2houzCk193dCmuQ/2HrsJrU6Pp0a0lxqdhzb1wB/nUjH+gQjp2IhQH7wzoz8SNQWYtSxK9twV\nmaVv98Qi89ZUU3dXJ4zqH44NB4yZn9gbOUjPLsZ/NpxBgI8repoEH7VZh9WYDO3ZHL9GJ8qCYU12\nMU7FaLBul7HK6e/nUnDyUhrOmzSbt9ac29/HFS2beVXZEL1C93ZNcX+3UESdSrR4TCEAM8d3qTZb\nFhbshTULh0MQBIiiCE12MZr6utVqiqJ55tnP+84DQ1spFQL+Pq0Pdhy5hhaBnujXuRnG3t8aL//z\nIJIzilBSVo5dv1/H5Ecs148SERERWWsH5kiZOocM6krLyvHu18dl09PSc0rw85HreHJ41dOwbsd0\nPZM17cJ8a31uc5km6/QA44f5iFAf6X5BsTHTY5qpCwnwgIuzSnZ/qpUiJ8N6tcCwXtYLfzQP9MSs\nJ7rixMU0nIrRAACSMwpxPSUP+09UTlF7+S/d0CLQ0ySoy8aXOy7gzBXj9EHTtVnNHKhASl3o2KoJ\nvn7rISz96rg0fffL7Rdw9mqmbL9jFyqrVvp6OiM82HqVyadHRuKjb05ChLEa5bWUPKma5fNjO8HT\nTY1ekYFwVisREuCOZLO1jQ/2Cavy3KYqAjhBECymUN4J8+y1Zz21EXBzccL/DW8n3XdRqzDxofb4\nx3fG3i4Jt/nShqghMRhEXEnMQYtAT5u+rCQioppx9DV1DhnUHTiVaDWTsfVQHB4Z2LLWfwBNP/R1\nat0EF+Lljb3btbBfUDd+SGVJ/YkPGT+Imn4YLiw2fog3DeqsTZ2sjZH9wjGyXzhe/eQQriTkAgBe\n+vig9HhkuB/6dAwCAHi5q5FfpEVhiQ5/nKtsGm+a1Wzmf28HdQDg7eGM1iHeUlBnHtCZ69auaZVZ\nsd4dgvDTB49AFEWolApciM/EZxvPom0LXzwyoJUsA/evuUOQkJYPbw9n/LT/CgRBsBro17VR/cOx\n648bUDspMaxX89sfcJeYFn4xXxdK1JD9d/M57Dl6A80DPfDJK0PgpFLe9hgiIqo9a9XmmamrY9dN\nemL93/C2OPRnEtKyilFQrMPhM8l4uG94rc5rGqj85cF2+DzvLFIyjVmQNs19bO5PZ2rMoFZITC+A\np5saE25VjfQ0WWdXUBHUFVZmI+0V1FXo0LKJFNSZ+r8HKysFRob74fjFNIt9TN3r0y8rWMt2tW3h\ng1ef6oGZHx6QNTvv3q76MvvG7JfxZ9CptT/+O3+Y1f1cnVXStOD6bI45aXQHtA71Qatm3rctBHQ3\nmf5M0rKKIYoiq2CSQ9hz9AYA4wySo+dTMbhbaLX7ExGRbXRsaXD3ZeVVBjqtQ33g5KSQem0lpNVu\nilWptlwqpKAQjE27P3t9KM5dzUSCJh+D7guxfeAm/H1c8fdpfWXb3JxVUAiAQQRKyvTQlRtkmTp7\nBpUAMP6BCBw5k4xMk+s5pEeoLOBoF+Zbg6COmToACGpiWcb/5b90RzN/D4QFeclaGVRVfdJRubk4\n4aE+YfU9DAserk5wd3VCUYkOWp0euQVl8K1FMRii+nQhPotBHRFRHXP05uMOWf3SdD1agI+rLKhI\ny7rzKVY5BaVY+PnvUiYl2N8dTiolVEoFurdvirH3R9yV7INCYSxtX6GwWCsrlOJr50ydr6cL/vPa\nUDw6qBU6tW6CeU/1wCsTu8syGd1u07jZRa1EU7+715OsITPP1IUHe0ktMB7o0dxkPze7B+hUNdNg\nuza/H4juNr3Zh4jYm1W3SSEiIvvQWal+yUxdHbl4LQu5BWVIyagsaOLv41oxSw0AkJpVZOXI6q39\n+RKuJlZOQ7RHL7ra8nRTS0UxcgvLpNuA/TN1gDGT8fzYzlU+HtHcBy8+eR/+OJeCUq0ebZr7YNtv\n8RBFwM1FhRce7wqV0iG/G7C7QLPgtl/nYOn2yP7hOPRnEpIzCjHt0U53e2j3tCA/d8QnGadsp2UX\nIbKlHy5dz8Lpy+l4sHeYxc+NqL4V3+pTWuF6Sj5yC8rsPgWfiIgqFZWUW2xzpEydQwV1b3x2RHZf\npVTAy10NlaoyqNBkGfun1bT5cbneYDG9cGS/lrYPtpY83SqLvKRkFEnZQ083p3oLnh7qEyabWte1\nTQCS0gswpHtzfsgw4ebiBHcXFYpKjb8UTIM6V2cVVsy9H+V6Awse3GWmQZsmuxgFxVosWXMMxaXl\niL2RjXdnDqjH0RFZKirRWWw7czUDQ7pzCiYRUV3JtdLz2pEydQ6dYvH3cTFOWXR1koIhbbkBOQWl\ntzmyUsz1bNkf0O+XjkR3K/3D7hbTYimm1TgbUvDUMzIQY++PaFBjaiieH9sZ/t4uePyBCLRs5i17\nTBAEBnT1QD79sgiHzySj+FbgfbsqpUT1oeL9aerS9SwrexIRkb3kWokfyh0oqHOoTJ05f5/KdW5B\nTdxRUGycQpmWVVzjNXAnLlVm6Ub2D6+3HlsVTJ8/yTSo82BxB0dQXY9Aqh+BfvIKmOYZ7zvJ7BPd\nDUWllpm62BtcV0dEVJdyCqxk6vQGh6mc7VCZutah8syHv7c8qKuQmlmzdXW/Ridi66F46X7vDkE2\njtB2pkHd6cvp0m1/HwZ1RLVhmqlLSi+w6D9ZUmaZFSGqT8VWpl/eTM1HsZVgj4iI7CPXSlAnisYv\nfx2BQwV1vSLlQZc8UyefYnU7R84m45/fn5buuzqr0DnC3w6jtI3pmrpCkz/s992mCiURWRfo5wZv\nD+OXJXmFWiSbFFoC5P/PiBqCIivTLw0icCUhpx5GQ0TU+ImiaHVNHeA46+ocKqhr09xHdt/fuzJ7\nFWzWZLg6eYVl+O+mc9J9bw815k7sDmen+l/vZLqmroJCIaBXh8B6GA2R41MqFRjYteo+k4XF2iof\nI6oP1gqlAEDMDQZ1RER1oaSsHGVaY0sDJ5UC7i6VK9QcpQKmQwV15tMv/UynX/pXBnVJGdU3IN/0\na5zUKsDf2wWfvTZUVqmwPnm6WgZ1HVr61ftaPyJHVl3VwMJiZuqoYTGdZhngW/l37o9zKQ7z4YKI\nyJGY94U2LWxnrSl5Q+RQQZ158RPTZtwtg72k2zdT86HVWTYQrGBaRWzqo50aVCNoT3cni219OjaM\ngJPIUbUL862yHx2nX1JDYzr9sn/nZnC61bbnRmo+/vXDaVn/UiIisp3pejofT2eolJWFUaa8sxfp\n2dXPAmwIHCqoA4CpYzpCEIzZq7YtfKXtHm5qhAQYs3XlehHXU/Jkx5Vqy2EwiNAbRNxIzZe2d2rd\n5O4MvIasZeQaShaRyFEJgoDpYzvDy12NnpGB6N+l8v9UYQk/IFPDYpqpCwlwx9MjIqX7v/2ZjBf/\n8StSMgutHUpERLVgWvnSx8NF9oWvQQSiohPrY1h3xOFaGowbEoHhvVvAw9XJorxomxa+SM4wFkm5\nnJCDdmF+AICL17KwZM1ReLipMfcv3aU5s35ezvD1bFhVJc2DuvbVZBiIqOZ6dwzCt0tGQBAEfLn9\ngrS9gNMvqYExXVPn5uKEh/qG4/RljdRXMTu/FN/ticVrT/esryESETUqppk6Xy9nBDVxlyWBcvJr\n3gO7vjhcpg4wBj7W+kW0bV6ZubuakCvd/n5vLErK9MjIKcHba45J282bQzcE5oVS7q9mLRAR3ZmK\n3xumX56YF0q5mZaPRE3163KJ6pJp83F3VycoFQIWP9cXjz8QIW0/cjalRpWeiYjo9mTTLz2cLdbi\nO8IXwA4Z1FWlbYvK6pimpZ/PxWVKt03X2jXEoM5FrYSHa+W6ugFdmtXjaIgaJ48qWoecvZKBOct/\nxaxlUbh4LcvaoUR1zrT5uNutCmxOKiUmP9IRXW613jEYRHyz85LD9E8iImrIcgoqM3E+ns54fGgb\nzJnQVdpW4ACVshtVUNeymbe0sDElswh5hWUoq6ZgSqsGGNQJgoDnx3ZGqxBvzH6iK3y9Gtb0UKLG\nwPSLE9Og7oNvTki3v98be1fHRFTBdE2du4u8eNYTQ9tIt4+cTeH7lIjIDmTTL28tzTJN/jCou8vU\nTkq0MZmCGR2bjsS0qqdRtQzxqvKx+jS0Z3N88soQjOgXXt9DIWqUPKqYfmladVDjAJWuqHEqKql8\nH7qZBXX3tQ3Aw33DpPubfo2TBYFERHTnTFsa+Nyqrm+6VKPAAaoON6qgDoCsSfepGI1FFcwKAb6u\nCPb3uFvDIqIGxFqmLiuvRLaPtwd7Q1L9kGXqXOX1zARBwAvjuyC4SUW1ZwNSMri2jojIFuZrmQHA\n0zb7AlEAACAASURBVGSpBtfU1YOekZVB3enL6YhPlgd1Ec19MKp/ON6d2R9KhWWxFSJq/GRr6m79\noo65kS3bx3QqBtHdotcbUHqrQrMgAC5qyyLVSqUCLYI8pfvJGWxvQERki1JtZVDn6mz8vevm4oSK\nUKGkrBy6Bt6E3OaWBmlpaXj99deRlZUFhUKBCRMm4Nlnn0VeXh7mzp2L5ORkhIaGYsWKFfD0NP4R\nWrlyJTZt2gSlUolFixZh4MCBNr+QCuHBXvD3cUVmbgmKSnTY+ft16bFFU3qjbyf2fCO613m4Wk6/\njLkuD+qy8kqhN4j88ofuquIyk6mXziooqnj/NQuonGmSkslMHRGRLUpNfve6qJUAAIVCgIebGvm3\npl4WFmsbdK0LmzN1SqUSCxYswM6dO/Hjjz/iu+++Q3x8PFatWoV+/fph79696NOnD1auXAkAiIuL\nw+7du7Fr1y6sXr0aS5YsgSjar3qXIAjobTIF01R4cMNcQ0dEd5e7yfTLotJy6A0iLpll6vQGEbkF\nDb8vDTUush51rk5V7hcS4C7dTmGmjojIJiVllpk6wHwKZsNeV2dzUBcQEIDIyEgAgLu7O1q3bg2N\nRoMDBw5g3LhxAIBx48Zh//79AICoqCiMGjUKKpUKoaGhCAsLw7lz52wdhszjD7SxaOLdubU/m3gT\nEQBAqRDg7lL5Szu/qAw3UvIt9lu/O4Y96+iuyjZpcGte+dJUM3/TTB2DOiKi2irXiyjXGxNMCoUA\nJ1VleCQrltLA19XZdU1dUlISYmNj0bVrV2RlZcHf39hPJyAgANnZxm/BNRoNgoMrp0AGBgZCo9HY\ncxho6ueGBZN6Se0NIsP9sHByL6sNy4no3uRu8ov62bf3olxvOVf+wMlEvPHZEdm0DKK6dCqm8u9h\n69Cq2+40M8nUJWcU2XXGCxHRvURbXvn701WtlMULnu6mQZ0W5XpDg/19a/OaugpFRUV46aWXsHDh\nQri7u1sEUPYIqKKjo+9o/+cfborMfB3ahbjicsx5m5/fkd3ptaNKvHa2aajXz0VZs0Atv0iL3b+e\nQIsA5zoekaWGeu0cgaNeu4On0qTb/i7FVb4OURThpBKgKxdRVKLD4T9Owt1FabdxOOr1awh47WqP\n1842vH61ozUpgKJUiLLrqC2pnK0TdfQSVvxwCkqFgCnDA+DrYbcwyi7sMpry8nK89NJLeOyxxzB8\n+HAAQJMmTZCZmQl/f39kZGTAz88PgDEzl5qaKh2blpaGwEDra+DM9ejRwx7DvedER0fz2tUSr51t\nGvL1U3qm462VRy22q52U0Or0sm2efiHo0SPMYt+61JCvXUPniNeuTKfH5l/jkJFn/LJB7aTEE6P6\nWq1+WSH00K+4fmvacNOQCLQP97PLWBzx+jUUvHa1x2tnG16/2tsddUy67eXhKruOfyZdwNnr8QCA\no7GVU91/i9XjnRl97t4gTVQVvNtl+uXChQsRERGBSZMmSduGDh2KzZs3AwC2bNmCYcOGSdt37doF\nrVaLxMREJCQkoEuXLvYYBhFRjd3Xtim2LBsDZ7U8u9GnY5DFvknpXLNEdSdRU4C5/zqE7/fGStu6\ntQ2oNqAD5BUw2daAiKh2tLrKTJ2Ls/z3rqe79bXNf17JaHBLM2zO1EVHR2PHjh1o27Ytxo4dC0EQ\nMHfuXDz//PN4+eWXsWnTJoSEhGDFihUAgIiICIwcORKjR4+GSqXC4sWLudaNiOqFSqlAv07BOHg6\nSdrWo31THD6TLNuPH5jrnsEgVlm+v7EqLNZixY9/4sSlNJgv0RjWq/ltj2/mb1IBk20NiIhqRb6m\nziyoMyu8aOr3cykY1qtFnY3rTtkc1PXo0QMxMTFWH1u7dq3V7TNmzMCMGTNsfWoiIpt1b99UFtQN\n6NoM3+y8hByT5uMM6urWlYQcvPvVcfh5u+D9FwbArZqqj43J/pMJOH6xcg2dSqnAg31aoG/HYHRr\nF3Db40NMe9XxPUpEVCuyoM48U1dNUPfbmeQGFdTZtfolEZGj6d+lmdTz69FBreCiVuHT14bi79Mq\n58qnZhZBb6U6Jhnp9QboDbWvBvbZxrPIKShDfFIe/vfLFTuOrGG7btZGY9mLAzHr8a7o3r5pjWaw\nyNoaZDBTR0RUG1pd5d8vF2f5kgyvaoK67LyG1cu2YZVtISK6y5ydlPjX3CFIyShEqxBjCXkvdzV6\ndQiCn5czsvPLUK4Xockpln2IJqOfj1zDqq3n4e7ihEHdQjD1kY4WaxJu51pynnT76PlUTBnT0d7D\nbJCSTdZqvvdCf7Rp7ntHx5u2NUjJLIQoinW6nKGwRIcjZ5IR2dIPYUFedfY8RER3U5lJ9UvzTJ23\nZ9WVr0u1DWtNHTN1RHTPc3VWoXWoj8UH4pAAT+l2MoulWEjLKsKX2y9CFI0f+Hf/cQMrt9jWPia3\nsGF981lXRFFEUnplqWzTqZQ15eWuhrurcapqqVYva1xeF/79vz/x2cazmP/pEeQU3Bs/JyJq/Eyn\nX5oXqGoR6ImwIE/zQwAApWV6q9vrC4M6IqIqhDSt/KDNCpiW1u+KsWjavv9kAs5ezaj1OUvK9A22\nsas95RaWoajU+C2vq7MSfl4ud3wOQRDuarGUo+eN7YiKSnTYcjC+Tp+LiOhuMa1+aZ6pUygEzHny\nPqvHMVNHROQgmgdWBnWJmoJq9rz3pGUV4TeTKqFuLpV/CNf+fLHG5xFFESqlPEOaW1hWxd6Nh2nm\nNyTAo9bTJuXFUuouqDMv3f372WQYbFhHSUTUUMgLpSgtHm8f5odnRkYCALq3ayptL9XqG9TvQQZ1\nRERVCAusXDd0My2/mj3vPSdMqjZ2axuA/84fBieV8U9KXFKebJ1cdUrKyvH/7N13fFv1uT/wj5Yt\n2/Ie8rbj2LHjxM5w9oQkJGQxL9wCZQRaQmnv714KbSmbAi3Q29sBvRACl1koUHYGCUmATDKcYWfZ\n8d7ykpesaZ3fH4qOztE5kmVLtiX7eb9eeb2koyPp5HjpOc/zfR7LAP+PYl3z+A+guR1VUxPES3s8\nwc3UffZdhSBz6ittXXre/VatHqfLh5+RJYQQf8Erv3SxJvzmVVPwyfMb8NRPF/Dm2xrN/lOCSUEd\nIYS4kM6po6/X9E6IskBPHTvvCOoWFSYjJkKJhQVJ7LY9x+s8ep3uPpNg20QIoLnlvNwy36FKchpA\n/tybx7w6Lldatf2CbafKW0fkvQghZDTxho8HuW70FaSQQSKR8GbZ+dMAcgrqCCHEhajwYHZGjd44\ngDatfpBnTAx9ejPOVnaw9+fmqwEAV81zzOv5rrgeZsvgVzC7dcJSy5rmHhhMFq/GJPizPr0ZJZfa\n2fvDaZJiNzMnHuGhjrl+Jy5o0G8we3V8YsS+9ysaunz+PoQQMtoGK790xh17oPejdXUU1BFCiAsS\niYSXrZsIGSRXGIaBwWhBX78JWz8vZQOu7LQoxEaGAAAKs+MRH2273dtvxunyNjAMg45uvcsArUck\nU/fNsTrc9vhO/OyFvSMSoIylASuDp7YeQVWTrTxVIgEmp0YO+/WiwoPx91+t4G3T9vp+TaJYpq6y\noduv1pMQQshwuBs+LoabzTOa/Kf8kubUEUKIG+mJ4ThXZctK1bX0Ym5+4hgf0ejr7DHgwb98j3aR\nQatLZySzt6VSCZbOSMGn31UAAA6XNON0eRu+PFCF6ZNj8fufLRY0BOl20RTFZLGiuV2H3Udrcd3y\nbB/+b0bfgdONOHSmCdcumwypFCir1bKP/fuqXK/nH0ZHKJGbEc2+blev0avsnxixTJ3eaEFTe59X\nawIJIWSsmThz6jyZs6rkrKnTU/klIYQEBu6Q5boJ0AHTYLJgx+FqNpAFgB2Hq0UDumUzU3DNssm8\nbYs5Qd6e43X48kAVAOBsZQeaRVrud+uEmTquinrPGq74K73RghffPYFDJU145JWDuFDTyT62bGYK\nbrs6zyfvE80ZkDsSM+S4jVLkMsdHh4qGwP76EEIIL1PnZk2dHTfw86dZdRTUEUKIG+lqzgDytvE/\nq+71L87ilU9K8Ogrh9j/L3f9FwBkpUTiwduK8NCPi3gf8AEgJy0KcVEhoq+t6RSW8LnK1Nn1GwO7\n/LKdEwxZBhgUX3Q0F5k+OdZn7xMd7phz1+VUfnm4pAlfHqgc1kylfoMZVivDK79cxGmI86d/FKPy\n8to6KsUkhAQio3nw7pdc3BJNf1pTR+WXhBDiRnSEIwMitv5rPOntN2HXD7UAbGu/DpxuxLXLJqO8\nzlEu+OrDK92W9kkkEiwuTMYX+4XDqcXWZfVwMnVJcWGCbF6gzwd0bnfNHQOQlxnjs/eJ4mXqHEHd\nxZpO/OHt4wAAXb8Zt6wZPDPY2WtBvaYXJ8ta8foXZ5GbHs0rv1wwPYk3o/C//vw9ANuswv/891lY\nVJgseE1CCPFX3PJLT9bU8UYa+FFQR5k6QghxIyKME9SJdGocT74trufdv1TXhQvVnWyTk8ykCI/W\nat20Mgdzpqp5f/iAwTN1RXkJgsc1nf3DyjD5C71B/NhDlXKkc0p7vcUtv+Rm6j7cU87efn932aCv\nU1bbiZe3teD+F/fh9S/O2rZxgvro8GDMzktARFiQ4Ln9Bgve+/risI6fEELGylC7X3JLNPVUfkkI\nIYEhLEQB6eXeHjqDZcSGO/uD3ZezdHbnqjtw+pIjs1SYHefR60SqgvHkTxbgw+fW4xc3zWS3t3YK\nm21w19TNzhUGdQwDNLYGbtmrq+6deRkxkEkloo8NR5SLNXW9TmsWB5u1uP1QNdxVUSbGhiEsRIG/\nPXgF7rlmGlQhCt7j9ZpetGr7aaYjIcSv1DT34PFXD2PrF6W8v+NmixXWy3dlUolgSYEY/po6/7no\nSEEdIYS4IZNKoAp1ZCV6+8dnCWa/wYzaFn6po05vxleXG50AQIGHQZ2dTCpBclwYe1/TKWyU0sPJ\n1KUmhLMz77jqAzio07nI1PlyPR3AX1N3/LwGD/z5O1Q3daPH6fuV2/DE2YCVwQ9nm92+z+QU2/iF\n2MgQXLc8G3/95RW85jgAcM+z3+Anv98jmpklhJCx8M/dZTh9qQ1f7q/CSx+dZrdzK0GUwXJBh2Yx\nIUE0p44QQgISt9SsZ5BujYGqt188o2S/oimVANMnDy2oA4CEmFD2tvOaugErw1v/FakKwqN3zcOf\nH1iO669wjDEI5HV1eheZusU+XnfGzdQBtq6UL7xzXLBGsabZ9azF8lrtoKVEzjP1EmJC8fAdc3HH\nuqm87a2d/Xjjy7OeHDohhIw4bufhfSfqcaS0CYDt4qWdJ+vpAOp+SQghASs8dPwHdX2DZCCzUiIF\npXaeiItUQnq5zLCzxwgTp3FIc3sfzJcXqMdEKBGqVEAmkyI7NQqTkh3rzU6c1/isnO/AqUb877/O\noKVDmDUcCf0ipTlp6nAk+3iOnHNQBwCNbcL/Y62LoO7jveX49csH2PshwXLRctuslCjR58+aIiyd\nPVLajNLKdpG9CSFkdIUq+QHbdycbAPA7FMdGKuEJ7pw6f1rzTUEdIYQMYiJk6vo4VytT4sME670K\ns+OH9boymRRxnD+U3PK/2mZHBi4zid80ZHZuAoIUtj+cVU3dKKnwPjho79Ljv/9xAjuP1OCJLUdG\n5Y9xv0j55cwpwzuX7iiD5B4t8L9U34WP95bjza/OsV/zjm493t15gbffL2+djWfvWyR4fppafNB4\nVkokr1mL3R/eOoaK+i5P/guEEDJinIeE22dscoO6uEjxcTzOKFNHCCEBaqIFdakJ4Zg3LZH3eGHO\n0Esv7bglmAdON+JP7xfj6NlmXilghlNQF6kKxsq5aez9z78XjkgYqqrGbrYJSHOHDv8YhU6NOqfy\ny1ClHDdeme1ib+8YTIN/uDhS2ox3dlzAp99V4Pm3j2HAyqC6qQfcRGimOhhzpqpF15Yo5OIfG6RS\nCR64ZTZm5MTh36+agrDLV8V7+834/dvHxnWDIUKI/3NuWtXa2Y8enYl3odHVjFVnSk73S3/K1NGc\nOkIIGQQ3qHPuJjhecNcVqEIVWDozBUdKHU0z8icNv7FHQnQogA4AYAOpg6ebkJXiCOQyk4QZoOuW\nTcbXR2rAMMDJixro9GaEDaME1K6pnd9w5fPvK5EYE4r1S7KG/ZqD4Y40mD8tEXeuz0esh1eDh8q5\nQlUZJHMb6J251I4PvynjfUBZPCMZV02Tsh3g0tTh7JrGhGj3xz0rNwGzLncwnZefiCe2HIbOYEGb\nVo+yWi2mZfm2OQwhhHhiwMqIrheuaOhCR7ejW7CnQR23KsI5AziWKFNHCCGD4M+qG59BXR+nUUpY\niAKzpiSwHRrXLMjweAG5mHSRkj3LgBXldY6yvMykSME+yfEqZF3utmhlgPPVHcM+BkB8jdmrn5Wi\nrLZTZG/f4JZfrpqX7rJ80RfSEx2vvWZBBv764BXYuDQL991QiE0bpolm2T77rgIVDY6vw3SnwOve\n66azt3/+bzPhqSnp0Vg8I4W9f/BMI5ra+2jUASFk1LkKvCobunjll/HDyNQZPaiQGC2UqSOEkEFE\nhDmyQ+N1AHmf3hGsqkKCIJVK8Ox9i9Gm7YeaUz45HFMnxbh9XCqVIE0t3jhkelYcKi+vfThb2YG5\n+Ymi+3miqU18NMKx8xrkZrg/Rq4+vRnnqzuQnxnDG3chpt/oCJadF+r72j0bp+O5t44hUhWE29dO\nRaQqGPdeV8A+vmpeOk5caEFynAp//uAkmtp1MJgGcOB0I7tPemI4zN2OYeMzpyTgz/+1HAwY5KRF\nD+l4Zk6Jx+6jttmH2w5WY9vBavzipplYsyADBpMFDON5tzlCCBmufr14F+KKhi5e+WVslIeNUji/\nt2ikASGEBBBfZur8dW0Rd02dvculTCpBYmyYR3N73MlJi3K5FguwNWZRyMWbfBRw5rl520mxidPe\nn7uuTdPh+Ty1ASuDx189hGfeOIrHtxweNPPUr3f8wQ9VDr901BOz8xLw7lNrsPWRqxCpEjYtiQgL\nwoo56cjLjMHCgiTR18hIjBBsy06LGnJABwAzcoQNYfYer0NLhw6/+OO3uPmR7Th+vmXIr0sIIUMh\n1oUYACrqh5up43S/pPJLQggJHL5qlHL8fAtufXwnHvzr9zCa/adkAwB0/fw1db6kkMuQnSreCh8A\nivKEA8ftpmXFwh5TVjZ2Cxa7e8pgsrB/vKVSCQo5AQd3fl6f3ozqpm7RYK1Nq8f3J+vZrmkVDd28\n2UfOGIYZ1Uyd7T0Ugs6lYhaIBHWRqiDRYHC4IsKCBHPtLtR04oV3T7CDyT/ee8ln70cIIWK4a8az\nORcZW7V69m+6TCpBVLhnmTpuhcFgsz1HE9U9EELIIHwV1L36WSn0RgvK67qw7UAVblyR44vD8wmx\nTJ0vZSZH8AKgH6/Ng8E4gKS4MCybleLyearQIExKikRVUzesVgZltVq2GcdQtHCyceqYUCTHhbH3\nNZ22DF5vvwn3v7gPXb1G3L52Km5eNYXd5+sjNXjl0xJYrfxg77k3j+HW1blYOS+dt87ixAUN/vzB\nSd73S2jwyGbqhmJKWjRiIoLR2eMoJ05XC7N03rpqXgYqG0p427gjDi7UdKKv3wRVaBAu1nRi34l6\ndOuMmJYVi41LsrzOEhNCCPdiYERYEDKTInDJadRKTKTSowtiABA8nufUPfLII1i0aBE2btzIbuvu\n7sbdd9+NNWvW4J577kFvr2Me0ZYtW7B69WqsXbsWBw8e9MUhEELIiOF1vxxkSLc7rZ2OwOJQSZNX\nx+TOcJpR8LpfhrhfJzYcBVmOkQhymRT/vioXd67Px+r5GbxgSIy9WQpgG0XgKW2vAR3dtuwcdz1d\nclwY4qNCeEPRjeYB7DtRj65eW5Dz7s4LbABX29KD1z4vFQR0gC3If/WzUnz2bQVv++/fOia4ADAa\nmTpPSaUSrFs8ibeNe559Zd2iTDy7eRHC3aw9PHOpHV/ur8RvXj6AnUdqcLikGVs/P4svD1ShpKIN\nZov/XAknhAQebsOq0GA5stOElSOezqgDgGCFjK0gMVusGPCTZRU+CepuuOEGvPHGG7xtr732GhYu\nXIhdu3Zh/vz52LJlCwCgoqICO3fuxI4dO7B161Y8/fTT1A2LEOLXQpUKNgDoN1hgtgz9F7jzL/3m\ndt2I/O47U96G+57fi4f+un9IpYq8Rik+Lr8EgIWFSSjMjkNIsAwP/bhoSM9VxzoatXi6/q2qsRub\nfrcbm57ZjXNVHWjkBnXxKttQdM76idbOfpyr4nfXfH/3Rew+Wountv4w6Necm4W0WhnB/nKZxO26\nwrFw88opePInC1CUl4CZOfG4dtlkn7+HRCLBjCnxuKIo1eU+z79zHFu/OAvnmPn1L87i0VcO44V3\nTvj8uAghEwf3b2FYiEJ0OYCn4wwA2+81/qw6/7jw5JPLhnPmzEFjYyNv2969e/Hee+8BAK6//nrc\nfvvteOihh7Bv3z6sW7cOcrkcqampyMjIQElJCWbMmOGLQyGEEJ+TSiWICA1CV58ti9PZYxhyR8h2\nziwcwFbu2NDa59MW9ycvtuLJrUcu39Phu5MNWLdoktvncI/HbiTKL+UyKZ772WIMDFghkw0tuOGe\na02nZ0HduzsvYOBylPDXf57inWd7M5DEmFA2e/rSR6cF6+M+/Kbc6f8gwb+tmIKQYDnMAwN4b6dj\neHmr1rHYvqVTmE0MVSr8rpRQIpFgzlQ15kx1vabRVzKdhstLJMK5egCQFBeG5nb++Tt6rgUd3foR\nm+9HCBnfeJk6pQI5Ipm65PgwwTZ3QoJl7KgEvdHi1QxVXxmxy4adnZ2Ii7OV28THx6Oz0/bHUqPR\nICnJsUBbrVZDo9GM1GEQQohPcGeAced6eapVJBg5c6nN7XNqm3vwx3dPYNcPtYO+fkV9F37/9jHe\nNucPx64wDCOYUzdShhrQAc5BnWf/J26A1tyh4824m5YVI3hddw1PAFtg/8tbinDb1Xm44cps3Lxy\nCp7+6UL28bYuPZt5rW7qETzfn0ovx4JzUHfHunzERfKbElwxOxUvP3Qlnr53ITv83O5IafOIHyMh\nZHzSGfgNq8Qupl69IHNIr8n9O9nnYmTCaBu1vzK+uEJZXFzsgyOZmOjcDR+dO++Ml/MXHuRoKHHg\n2AUozUP7kHmqUhiMHD1TiaQQrcjeNn969zCqNUbsP90IU28TkmPE1yUZzVa8vK0FRhO/5K+sqgnF\nxYPP1TOarWxWSy4DSktOD/qc0dTT7yhtaWzt9ex7iuGXw9j/6IYppWipK4OmXgKLXhh8iYkKk+Hq\noiiEWltQXOxowc8wDILkEpgsDEzmARw4fBxhShkOl3SLHI45oH4WfH2sJqdy1AhpJ25aHIkz1XKY\nLAwmqYORn8aw33ubr47HwfO9OFNtuxiy63C5258VfxJIX2d/Q+fOO3T+xNXWO353dLQ148zpPqTG\nBaGh3bbsYPn0cNRWnsfgl085rI4lC8WnzqKjyXedg4drxIK62NhYtLe3Iy4uDm1tbYiJuXxlVK1G\nc7Pjw1BLSwvUas9KP4qKhrYOg9gUFxfTuRsmOnfeGU/nz6howqHzxwEAPSblkP9fF9ouAOB/KA0O\niXD5OsXFxajWOAKys00ybLzKtm93nxFSqYRtPnHgdCN69cLGKyYmyKPjbNPqAdieHxEW7HdfM6uV\nwUvbtsFssUJvsmLqtEK3M98O/3AcOoP4GrjCHDXmzJkDAOhm6vFt6UnBPgsLknCuqgOLZyRj83UF\nbrOLSd/uQ22LrRFYcsYUZKdGYeeZowB6eftJZZ59LfzBSP3crm04g52Ha3BlUSpWX2F7/XVu9p83\nx4C7frcLDAPUtRqRnJGHpLihlUiNtvH0O2+00bnzDp0/174vKwZgu7Cal5OFoqJ0SFSt+PvHp5GT\nFo2lUyVDPnc7Th9FfZvtIl9yWiaKCpJ9fdguuQrefVZ+6bzgf8WKFfj0008BAJ999hlWrlzJbt+x\nYwdMJhPq6+tRV1eHwsJCXx0GIYSMiNwMx/DligYtm9nylNhaMHclG0YzPygpreiAZcCK8jot7nx6\nF+54aheqm2wZIW4Z55oFGezt1k49PKHjLSL3fedLb0mlEiREO0olqxqFmTCutm7X53ValmOYeYrT\nGooHbpmFZ+9bhEfumod//G4t7r9xxqDlovGc42q7vK7O/nXhsnfhnMjuv3EGPnhmLX55q2cfnmIi\nlMifZPt6WRng6dd/QJ8X3WcJIRMTf02dLZ81OzcBbzy2Gg/fORdy2dCrCcPDHBcWe/v9o/zSJ0Hd\ngw8+iB/96Eeorq7GFVdcgU8++QT33nsvDh8+jDVr1uCHH37AvffeCwDIzs7G2rVrsX79etx77714\n8skn/W7xOCGEOIuNDEFMhG0NkN44gAZN7yDP4BPr2ujuA6q2jz/7prffhJMXW/H3j89gwMrAMmDF\nls9KAfCDuuWzU9n1SL39pkE7YPboTHjlkzPs/ZFokuIL3A6Yv/3fQ3jjy7Mu923tdj03aDonqJuS\nHo3FhcmICg/Go5vmYcWcdMzgDCX3RDynY9rv3zqGh/9+kNc0xc65/HCiUrkZbSBm04Z8tmtoY1sf\n/vbRafToTHj549P4yz9PDnsYPSFk4nBulOIL3DEt/nKxySfll3/6059Et7/11lui2zdv3ozNmzf7\n4q0JIWTUTEmPwg9nbeUWH++9hF/eOpsddTCYoWbqunTCFsnFFzWo4mSBzlV14PpffwnLgC1rqAyS\nIS8jBgnRIWi63CSlTatHRpLrP2Lv7ryA89WOJiEjMc7AF5y7jX65vxJymRQm8wBuuzqP94daLFMn\nkdgGYXNnsUkkEjx851yvjis+mt+R0Xksgt3svKEPTCdAbkYMHvjRbLz4nm2swZHSZl7TlLSEcNy4\nImesDo8QEgB41Sg+Cuq4fyv9JVM3sdtxEULIECwuTGaDuu9PNWBKRhSuWep+tpdlwNaEpLPHgkUz\nNAAAIABJREFUIHjMXVDnnKkDgIu1wkYR9oAOAKZPjoNCLkVCTCgb1L21/Tzuva7A5Vqk0+WtvPv2\nbKS/SXQK6qwM8K99lwAAXx6oQkJ0CPIyY/DgrUVo1jrO64/X5iFKpcSMnDgkxvp+PRa3/NLZI3fN\nw8d7y9HXb8Y9G6f5/L0niqWzUlBa1Y6dh2sEj1WJlLoSQgiXXqT80lvcTF3veMrUEULIRLB8dirO\nVnWwIwYOnWlyG9SdLm/F828fh47zByU5Lgwtnf2wWhkYTQMwW6yiQ6m7+oSZusHWks3OtWWDuFmt\nExc0qGnuwasPr0SwQsbbv7vPiBZOWWhmUgQ2Ls1y+x5jpXCQsshWrR6t2kakJoSjhtNgZvms1BEJ\n5uziXQysnZwaiQXTE7GwIAkMw9AyAy/dvXEaqhu7BRc2OrqFF0sIIYSLP9LAR+WXIdzyS//I1I3Y\nnDpCCBlvJBIJrl3mCOK6et2PC9jyWSkvoAOAzOQIXvlHn178Cp9W53pdmJir5qWzTVISnLJH7V16\n0TlfZXWOD8h5GdF46aEr2cHc/iY7NQrPbl6E+dMS3e73/i7HQPAlM5JHNKADhOWXgG1d4n3XF7KB\nHAV03lMGyfGHny/B4/fMx8ICx6zbVq1nw+gJIeOLffC3KwzD4GJNJ4ovatCjc/yd9VWmjl9+aVvz\n/virh7HnWJ1PXn84KFNHCCFDEKlyzKLp7nMf1DW09gm2ZSZForqphy3X6Os3IzpcWPLYxSm/zEqJ\ndJulu/HKbNy1wVHelyASaOw9VocrZqfytpVxsh5TON09/dWMKfFITwrH0XMtg+4rl0lw5/r8ET+m\n2MgQRIcHQ9trREyEEq8/ugoKuWzwJ5Ihk8ukmJefiJk58bjx4W0AbJm6gQHrsIbaE0IC07s7L+Dj\nveVYOScd//mjWYLHGYbBq5+WYIdTybZcJkWQwje/n/mNUsx4cusRAMDpS21YVJjks4zgUNBvQUII\nGQJViIJtjqIzWGC2CMsk3clMCkc45wqfTmRdHcMw0HIapSyflSrYh2tKOj8gy0kXBmhnKtoEWY2y\nWkeDlLz0GPcH7iecA+CFBUm44YpswX5LZ6aMeJYOAGRSCR7ZNA/XLM3CE/fMp4BuFAQpZIgOt11c\nsVoZbPm8FBc4zX4IIePbR3vKwTDAnuN10PbyS7DrNb3443vFgoAOAGblDq27sTvcTF1XH/8YuJnB\n0URBHSGEDIFUKkFkmOMKXXef61/eYmUeGUkRUHFr8UWCus4eA8wWWwOUkGA55k1Tuz0m56AuJV6F\nRzfNw21X5yH38mMMA5wud4w+MFusKK/rYu/nBkCmzm7TBlsGLlIVhPtvnIFNG6cJGrxcWZQ2aseT\nlxGDn15XgMmpUaP2nhMdt+x15+EaPP7aYb9pVkAIGTlGM/9CqrbHUTHT0qHDf/7PdzhwupG3z9x8\nNX7+bzPw8B3edTvm4mbqOnv4VTvmMRphQ+WXhBAyRJEqW7kdAHT1GREn0iyDYRiYzMIsXmJMGG8W\nnNh8m30n6tnbk5IjkJoQjpk58TjNmUfHFRspLN9cMD0JC6YnwWQeYNfOtWn16OjWIyZCiTOX2tg1\nCfHRIaJrw/zV9VdkY3aeGrGRSvYPa0RYEK/D6GCNVUhgi48O5V2UMJoGUFHfhVm5NDqCkPHM+W9m\nR7eeHVVTWtHOC6jm5Sfi4TvnijYj81aoUg6pVAKrlRE8ZjQNrYLHVyhTRwghQxQV7lhXd/y8Bs2X\nxwdw6Y0W3rgBO6lUgrBQbqMUfqZuwMrg6yM17P3V823NT+7cIL4+7MYrs9024uAGnP/8pgx3/W43\n/vD2cd6VzCUzUgKqmYdEIkFmUgTvSuk1nK6di6aqIPNwfiAJTM7NgICxK3kihIwe57+Zx85rcPBM\nI8wWK+/CXm56NB67e96IBHSA7e8Q9wItl940tEZnvkKZOkIIGaIoTrOU93ddxD+/KcPLD12JNHU4\nu12sxfF1y22dM7l/CJyHlp4434JWrR6Arbxj6cwUALbujxuWTMK2g9VIU6vwwi+Worldh+xBSv7i\nIoUZOOdOmMsuv0cgWzEnDY1tfTCYBlCY7L6BDQl8Ys2AxGZBEkLGF+e/rV8fqcHXR2pw6+pcaDnN\ny5bNHvmLleGhCtGLSWOVqaOgjhBChojbAROwNWv4YHcZfn37HHZbj1OJyI1XZuPGFTkA4LSmjr/f\n9kPV7O3V89N5nbp+em0Brl6YicTYMAQrZAhPD8JgxEozuZJiwzA5NXLQ1/F3MpmU7QBaXFw8xkdD\nRppYpo5m1hEy/ok1FwOA93eX8UbexEaM/JICVWgQAGGljoEydYQQEhgiVcJgqrGNP76AW/dfmB3H\nGznA7ZrFverY2NaHU5xmJlcvzOS9plQqGfIcObH1flxXFqUGVOklIYD4xYqObv0YHAkhZDS5a4jU\nwcnWOzfPGgncJQBcBiNl6gghJCBEOWXqAAgWS/fqHMGa8y9+bvmlTm9GRUMXDEYLjpx1lEVOSVb6\npCV/RFgQFHKpy25cVy/K9Po9CBltWSmRmD45FmcrO9htVH5JyPhmMg+4Deo6Odn6wapUfIF7gZbL\nSJk6QggJDJHhwqCuuUMHq5VhZ9hxyy+df/Fzg7ziixocv6ARBIXzpqh8cqwSiQRxkSFo7hCWiMyf\nlig6+JwQfyeRSPD7ny1GWa0Wv3rpAAAqvyRkPCuv0+KJ1464LL8E+Bd2oiOEf6d9TewCLwDoqfsl\nIYQEBrFf5EbTAG+4N7f8MiLMKVPHCfIsA4wgoEuKC0NWku/+IMVGCQO3UKUcd2+cJrI3IYFBIpEg\nPdHRnKizxwCGEXacJYQEvv95/6TbgI7LVqEiG3xHL+WkiTcqozV1hBASIJwbpdjVa3rZkklepi6E\nH9SFuWiDbLdu0SRIJV1u9xkK5w6Yj22ah9yMGN5oBkICUahSgZBgOfRGC8wWK3r7zYKLKIQQ/3Hs\nXAtOXNBgw5JJSB/CGnHndevujEbpJQBMy4oV3U5z6gghJEBEuvjQWK/pZW9zG6BEhPGDuOjwYF5X\nS64ghQyr5qb54Cgdwp2Od3aemgI6Mm5wP8BRsxRC/Fd3nxHP/N9R7DxSg+fePDZi7zMaTVIAIDYy\nRPS9DBTUEUJIYFAGixc51LY4gjru7BrnRikKuQwbl0wSPD8uUomf3VBwuU2y71icmqSM1DBWQsYC\n90MVNUshxH9VNnSzt5vaheu8fWW0gjoASE0Qrn83GMem/JL+shNCyDDctNI2cy6OkyU4c6mNXR/X\nx2uUIgzSbl41BdGcbNljm+bhzSfWYNW8DJ8fa25GNHs7TElV92R84WfqKKgjxG8Nc3qO87rzwcSM\nUvklAORPEpZgjtWaOgrqCCFkGO5Yl48Pn1uHrY9ehfDLjU86ug2oaLCthet10ygFsK0F+s0dc5GZ\nFIHV8zMwNz9RsI+vLJ+ditm5CYiLVOKxu+eP2PsQMha4V+W5zYoIIf7N02DN1RiDt55YjXuumS7Y\nHhs58oPH7a5dlsW7QAuMXfklXbIlhJBhClXagrl50xKx93g9AOBIaTOmpEejl7OmztUsm2lZsXjp\noStH/DjlMimevnchGIahQeNk3OF2wKxp6hnDIyGEuGMy84Mdg8nC/h11p6vXKLo9PDRIEFABQEq8\n9zNePaUKDcL//mYlvj/ZgFc/LQFAjVIIISRgLZyexN4+UtoEy4CVV37pvKZurFBAR8ajrBRHW/HK\nxm43exJCxpLzWjNPM1raXvGy6iCFTND0K1Qpx9RM8a6UI0UVokAeZ5mDntbUEUJIYJqZm4DgIFs3\ny8Y2HU6Xt8FeVRIXFQK5jH7VEjJSUhNUbPOf9i49uvtsV/W1vQacq+qg2XWE+AnnIM7T4EfrIlMH\nQJCpm52bMCbNwEI4DdQoU0cIIQEqWCHDNM5i6W0Hq9jbGZzSMEKI78llUmQmOeZdVTV2Q6c344E/\nf4+H/34Qf/3w1BgeHSHEzrmBiMdBXY/roC4qnN8UZSTXp7tjv7ALUKMUQggJaNMnO4K64out7O2M\nIQxXJYQMT1ZKJHu7qrEbpy+1sZ0w9x6vx4HTjWN1aISQy4afqXPd1TY8VAGZ1LG0oCgvYXgH5yVl\nkCNTR3PqCCEkgBVmx4luz0iiTB0hI21yKn9d3aU6Le/xVz4pcfvBkBAy8pzX1Hka1Ik1Srl1dS4A\n21rxn904A2lqFTZfX4BIlbBxymhQcjJ1RpNlTMq+qfslIYT4wOTUKIQEy6A38q/QUaaOkJE3mZep\n6xJ8COztN+GVT0rw2zvnjmnDIKuVQb/BLDq7kpDxzjmI83RIN/eCzP03FkIdG4YZOfHstjULMrBm\nge9nvA6FTCaFQi6F2WKFlQFMFiuCFbLBn+hDY5ap279/P66++mqsWbMGr7322lgdBiGE+IRcJsVU\npyGkUgmQqqZMHSEjLSMpAtLLJViNbTqUVrYL9jlS2oxT5W2jfWgwmgdw9GwzWjp0+PVLB3DrEzvx\nxf7KUT8OQsaaLxql5GXGYHZuAq/k0l9ws3WeBqy+NCZBndVqxTPPPIM33ngD27Ztw/bt21FZSb/g\nCCGBbd3CTN59uUw66lfqCJmIghUypCWoBNtjIoKxcm4ae7/k0ugHda9+UoJn3zyGn/5+D8rqtGAY\n4PUvzsIyYB31YyFkLA2nUQrDMGjv0rP3nUcY+JPgoLHtgDkmQV1JSQkyMjKQkpIChUKB9evXY+/e\nvWNxKIQQ4jPzpyfhqnnp7P2FBcljeDSETCzcZil2OWnRmJ3raJxQ29I7osfAMAx6OTMqGYbBnuN1\novuWVgiziYSMZ8JM3eCBj6azH/0GW/AXHqpA1BitmfOEcow7YI5JUKfRaJCU5BjWq1ar0dra6uYZ\nhBASGDbfUIgNiyehKC8Bt12dN9aHQ8iEwW2WYpebEY0MzriD2paeEXv/gQEr3t7Xjlsf34l/flMG\nAGjT6l3uv6+4HgBQfFGDh/9+ENsPVY/YsRHiD4bTKKWyoZu9PTklakzXxA6GH9SNfqYuoBqlFBcX\nj/UhBCw6d8NH5847E/H8zckAkBGEptqLaKod/utMxHPnK3TuvBOI58/Sx2+OIpEA0XItNPU9kEoB\nq9UWZB06chzKIN9f0z5ZqUONxnYMH35zETkxfbjY4Dqo+664ARerNGjRmgEA56s7EGJtRWRoQH00\n86lA/L7zJ/5+/jq7+JnyuoZmFBe770p76IwjqAuV60fs/+iL1zWbHD/vJWfPo7dN6WZv3xuT3xxq\ntRpNTU3sfY1Gg4SEwedKFBUVjeRhjVvFxcV07oaJzp136PwNH5274aNz551APX95ejPe2ruDvT8v\nPxGrls8HAKR/34uaZluWLjoxC/lOTY28xTAM3tz3LXvfMgBMmz4DlzorAXS4fJ49oLO9BmAJSkRR\n0dh28Rsrgfp95y8C4fxJd+8B4PieD4+IHvSYvzx5BIAtGFxclIuiWak+Py5fnbttp35AbasGAJCe\nORlFIzQI3VUAOibllwUFBairq0NjYyNMJhO2b9+OlStXjsWhEEIIIWQcCAtRIE3taJZy45U57O1M\nbglms+9LMEsq2gXr9Vq1/ahu6hbdPyRY/Jr6qTJaikLGr+F0v6xqdPwMia2b9SfB3Fl1HqwX9LUx\nCepkMhkef/xx3H333diwYQPWr1+PyZMnj8WhEEIIIWSc2HxdIaZmxuDO9fmYOimG3Z6e6BgtUj0C\nQV1FfZdgW0NrHw6XNAu237omDx8+t44XaNqdudSGAevoDy0mZDQMtftlZ4+BnTkZEixDcpyww60/\n4a6p6x+DkQZjVri9bNkyLFu2bKzenhBCCCHjzIwp8ZgxJV6wfVKy4wr/nmN1WDA9idcV01t6kU53\nf3j7OO9+YXYcghQybFyaBYlEgh+tzsXzTvv09ptR2dCFKenRPjs2QvwBwzBDbpTS2NbH3k5XO2ZR\n+qvocMcaOu4YhtEyZsPHCSGEEEJGw4ycOCTFhQEAzBYrXnznOPo4owe8ZRik1ConLQrP/WwxnvzJ\nAqhCFACAhdOTcNPKHEzLiuVl7WjUARmPzBYrnJPQgwV1eoPjcVWoYiQOy6cSY8PY2y0dulF/fwrq\nCCGEEDKuKeQyPLN5EeIibVfSdQYLth/23QgBdzOppBLgZzcWCrdLJbhjXT6e//kSrF88id1+SaSU\nk5BAJxbADRrUcR53tQ7VnyTHOYK65nYK6gghhBBCfE4dE4o71uez9786UOWzAcGuPpxKJcAHz65D\nTpr7ckpuuWV5vdYnx0SIPzGKzG1zLsd0FmhBXRI3qKNMHSGEEELIyFg6MwXx0SEAgO4+k2gjk+Fw\nVX6ZlRqFUOXgZWPpieEIkts+krVp9WxzCELGC7F1p3qjBQzjujEQL6hT+n9QFxOhhOLyz3GPzoS3\ntp1DXYvvGzO5QkEdIYQQQiYEuUyKNQscc+BKKtp88rquMn6TPWzBLpdJMTk1ir1/ibJ1ZJwRy9RZ\nGcBodr0eNdAydVKphLeu7pNvK/Dk1h9GraMtBXWEEEIImTBmZDu6Y5ZWuh4MPhSuyi/zMmJEt4vJ\nSXMEdeV1tK6OjC+ufkbcNRniPic0AII6AEjiBHWArQtmj250Mu8U1BFCCCFkwshOi2KHBLd29qO1\ns9/r1+Rm6lbNTQdgK6lcNivF49fgBnWlldQBk4wvYpk6APj9W8fQpzeLPhZomTqAv67Orq9f/P/n\naxTUEUIIIWTCkMukyM90ZNDOVnkfQOk52YZb1uTirSdW42+/vAJBCpmbZ/EVZMexc7jOVXUI1uK4\nW3tEiL9zlam7UNOJfSfqxJ/DGWmgDJCgLjo8WLCtR+e78SnuUFBHCCGEkAmlIDuOvV1a4X0JpsEp\noxAbGQKZbGgfsWIjQzB/WiJ7f8fhGvb2hepO3P7U1/h/f/oW5XW03o4EHm422znr1t5lEH2O3s1z\n/FVuhrDTba8PZ2K6Q0EdIYQQQiaUqZxMXXVzt1evxTAMLwuhDBr+h0/uvLp9J+pgMg+AYRi89kUp\nuvtMqG7qwa9fOoDT5a1eHTMho83AKb9cNS8d91wznfOYeBYvEMsvp2XFYuPSLN62XsrUEUIIIYT4\nXpo6nL3d2NrnVWmjZcDKdreTSsG2NB+Owuw4ttGC3jiAi7WduFijRQVnIPmAlcEHu8uG/R6EjIV+\nzrq5kGA5VCGOIM3VertADOokEgnuva4A1y6bzG6jTB0hhBBCyAiICAuCKsQ2P85gGkBHt3j5lye4\n6+mC5BKvjksikWBmrqM755lL7fjiQKVgv4s1naP2QZEQX+A2Q1GFKBCs8CCoMwReUGcXHuaYTzmc\nNXUMw0DbM7TfSxTUEUIIIWRCkUgkSE1QsfcbW/uG/Vrc9XRBXmTp7LgjFz7aU45DZ5ocr3+58YqV\nAYovUgkmCRyCoC7Y0UTIk/LL0AAYPs4VERrE3nbV3dOd371xFHc8vQtvbTvn8XMoqCOEEELIhJPC\nCeoa2oYf1HGbOXibqQP4TVy4FhYk4eaVOez9E+c1Xr8XIaNFxw3qQhVQBnGDuvFTfmmn4gR1Q83U\naTr7ceKC7ef7k28rPH4eBXWEEEIImXBS4jlBXWvvsF+Hn6nzPqiLCAtCVnIkb1ukKgj33zgDc6aq\n2W3FFzWwDFi9fj9CRgM/UxeEYM64D6NZGNRZrQwv2Av2ogHRWOBm6oZaKm10ylyKnR8xFNQRQggh\nZMLxXfklZ02dwjcfqxYUJLG3w0MV+NWP5yAqPBhZKZGIiwoBYPuQfLKsFQMU2JEA0McJbGyZOu6a\nOmH5JbckMzhIBpnU+wsmoyk8jBPUDTFT5zzTz9O1dYEV9hJCCCGE+EBqgqMDpj+VXwLAjVdmQxVi\nK1FbMjOFLT2TSCRYOjMFn31nK8l65o2jCAmW4fF7FqBgsnjZJiGjraNbj8++q0R2WhSumJ0KgJ+p\nC1MqYOV0nBUrvwzk0ksACBfJ1PUbzPjXvktQx4RhzYIMl8/tN/CDuo5uAxIvd8V1J/DOEiGEEEKI\nlxJjwyCVSmC1MmjT6qHtNSA6XDnk1/F1+SVga4jiPOvKbtksR1AH2LpvfrCrDAX3U1BHRkdXrxGf\nfHsJKfEqXL0wU/D4ls9KcaS0GQCQkRiOScmR/PLLUAVMZkeGmZvttgv4oI7X/dIMhmHwt49Os42P\n0tXhmDopRvS5/U6Zuk4PM3VUfkkIIYSQCUchl/KGkH9X3DCs19GbuCMNRv5j1eSUSCTH8a/al1a2\nD6ttOiHD8d7XF/D595X4+7/OoLxOy3vMYLKwAR0A7D1eD7PFyo4tkEolCAmWIzjI/Zq6QA/qlEFy\n9veBZcCKCzWdvE62p8tdd6/td+qW6Wn5JQV1hBBCCJmQVs5JY2/vOV6H7QersPkPe7DtYJXHrzES\nmTp3JBIJblo5RbD9+PmWEX9vQgBg1w+17O2vnH5WzlZ28O5fqteiT++44BCmVEAikfAapZjMA7Ba\nGd7zAj2oA/jr6rZ8Vsp7rKld5/J5lKkjhBBCCBmCxTOS2YxBXUsvXv2sFE3tOry57bzHDUh4QZ1i\ndJo5rJqXjq2PrMJNnBEHP5xtdvMMQkaGcwOT4gv8URsXa7Vo0+rZ+6pQW1miVCph5y4CwmxdIA8e\nt+Ouq6tq7OY9VtPc4/J5zmvqKKgjhBBCCHEjVKnAkhnJgu0m8wB0BmFHPoZhBNtGu/zSLjE2DKvm\nprP3T15sRb9h6EOOCRmKAaeMmkzq+J5nGAYnLvKDOquV4ZVjqkIca8242TrnAeTjIlPHCeqcNbT2\nuhxJ4vxzTEEdIYQQQsggrl+eLbqdWzLWbzDjob/ux93PfoMdh6t5pWKjXX7JlRyvwqTkCACAyWLl\nrdkhRIzeaMGeY3VoGmbH165efoCh4wQg3X0mtHT0C57zXXE9e5sb1CmDOZk6pw6Y4yKo4zRLcWYZ\nYNDo4mvgPNKgs8fo0ftRUEcIIYSQCSsjKYI31Nuur9/xYfXbE/Uoq9OivUuPVz4pwfPvHMeAlcG5\nqg7sPFLD7jfaQR0ArOCsC9zH+fBMiF17lx7/8d/fYvMf9uDmR7bjrx+ewiOvHPJ4qLXza3F19ToC\njrYuYUAHAO3djkBQxcleKYPcBXWO+4Ea1GWnRgm2RYUHs7drXZRg6vSUqSOEEEIIGbK7N05DWAj/\nqjq3Bfu56k7eY0dKm/HaZyV45v+O8rb7avj4UCyflQr7sqazlR1o7RT/YE0mrm0Hq1DT3MNrztHR\nbUCDpnfIr9XexQ8wuJ0ZuQFfUV4CojkBjB2v/JIzgHw8ll9uWJIFidN1nhVFjoswrtbVOTdK0enN\nHgXgXv32+frrr7FhwwZMnToV586d4z22ZcsWrF69GmvXrsXBgwfZ7efOncPGjRuxZs0aPPfcc968\nPSGEEEKI19LU4fjbg1cgISaU3aa7nKljGAbnqzsEz9lxuEZwRX0sMnXREUpM5wwer2zsGvVjIP6t\n0qlJh51z1s2ZZcCKvn7+qIz2bv5ztNxMHachSkJMKBZMTxK8pr1RCsBfU+cctGg5ZZ6hysAM6kKC\n5Xj4jrns/Q2LJyErJZK9v+9EvSCYBfhNYuw8GWvgVVA3ZcoUvPzyy5g7dy5ve2VlJXbu3IkdO3Zg\n69atePrpp9nFxU899RSee+457Nq1CzU1NThw4IA3h0AIIYQQ4rWE6FDMzIln79vX1LVp9ei4XD4W\nHCTD9MmxLl8jMlTm8rGRlBDtCEZ7dNQshfDVNIlnhLhlkc76DWbc9/xe3PbETnx30jHD0TkQ1Bst\nbGDSxnksPioECwtEgjrumrogbqMUR1BntTI4ft7RcGVyqiMQCjSLCpPx6KZ52LQhH3duyMe8aYls\nCWZHtwGff18peI5Yw6PzTtUCYrwK6rKyspCZmSnoBrV3716sW7cOcrkcqampyMjIQElJCdra2qDT\n6VBYWAgAuO6667Bnzx5vDoEQQgghxCe4Hzjt5ZfcLN3UzBhsWJwl+txb1+QhPtJ1Y4SRFMGZh9Wj\n86ypAhmf+g1mfHmgkh0Kru0xoKvP9j0hk0pwRVEqu29Ht+tM3fenGqHp7IeVAf70j2J2u1h2z76u\njhvUxUWFoCA7DlEqfglmGC+oc2TgjJw1dOX1WnYdWURYEKZNcn0hJRAsmJ6EG67MgTJIjpBgOX58\ndR772Md7ylHbwg+6xTrvfvZdhWj3Xa4RKf7WaDRISnJE52q1GhqNBhqNBomJiYLthBBCCCFjjVsa\nZm+Ucr7GcYU8PzMGs3LjBc97/5m1uGV17sgfoAv8oM7kZk8ynlmtDJ5+/Qds/fwsfvXSARw734Jq\nTpYuOy0KBZxS3TY35Zf1Tuvt7OWQ7oK6dqdMnVwmxcq5abx9VSGO79XgIPGRBkdKHCMQ5k9LhEw2\nvlqArJqXgaxkW/bRZLHiv98r5o030Itk6mqae3CyrNXt6w56ljZt2oSNGzcK/u3bt2+o/wdCCCGE\nEL8llqlr4TSXmJwahVClAmFOa3zczaMaDRTUEQDYeaSGLdOzWhm88M4JfH/KUTo5KTkScVEh7P2O\nLtfll84Nd06VtQEQL9m0B3zcNXX291k9P4O3L7fpCTeo466pO84ZYL6oUDhHMtDJpBI8eNtsdq5l\nTXMPzlXaKgIYhuE1Slm/eBJ7+9i5FrevO+jKwzfffHPIB6tWq9Hc7IiyW1paoFarBds1Gg3UamEb\nYVeKi4sH34mIonM3fHTuvEPnb/jo3A0fnTvvTNTz19ri+CBb39SK4uJitHc6mkw01FVBZmjEyhnh\n+PKorbxt0VQV73yNxblrbXF8mK5vagvYr1+gHrc/MFmsePOrUv428wD2nXCMuZBZuqBpdHyvNGq6\nXJ7zS7XtvPvfHL4Apr9JtGTzzLlLkBmaeK33aysvoLHG1jgoO0mJimYDJBKgu60GxTrbMXVrHU19\nKqtrURyiBcMwaGl3zG8zdNWhuNgRmI6Usfjem5ISjLO1tvN54swFWHrrYDRbYa+yVMjjPCzLAAAg\nAElEQVQkUEkdmdby6mYUFwtLM+181k6GW+e5YsUKPPTQQ7jrrrug0WhQV1eHwsJCSCQShIeHo6Sk\nBAUFBfj8889x++23e/weRUVFvjrcCaW4uJjO3TDRufMOnb/ho3M3fHTuvDORz59E1Yp/HToCAFAE\nh6GoqAhvffstAFv2a2bhNGSlRGLmLAbBqgvo0Zlw1/p8dvbWWJ27kJgO/HO/rdO4VB4SkF+/ifx9\n5wuff30YRrP7NVfL5xcgIykc/7t9BwCgz2DF7NmzIXHqu28wWaD9gB9Ina3VswGIs/AoNTImpwNo\nBADERARj/rw57OPZuUZsO1iNvMxoFOU5kjll7Rdx+EIZACA2PhFFRVPRbzDD/IHtdYLkUixeMEdw\nfL42Vt97xfWlOFtbBQCITUhBUdHky0FzEwDbTL/F8wrw4YHvAAD9ZjmKiopcBqBeBXV79uzBM888\nA61Wi/vuuw95eXl4/fXXkZ2djbVr12L9+vWQy+V48skn2S/IE088gd/+9rcwGo1YtmwZli1b5s0h\nEEIIIYT4BLf8Und5XQt3XpYy2FYuJpNKcMe6/NE9ODeo/JK0dju+T5fMSMb56k5e5iwiLAiTUyMR\npJAhVClHv8ECk8WKHp0JkU7NTBpa+zBITw4sLEjCkVJb9V1nj4FXrhkfFcrbN1IVjNs4zUHseCMN\nLne/5I5IiI5QjnhAN5bCOb9vei+PjujnNEkJVSqg5oxZadX2Y8Dq+gvjVVC3atUqrFq1SvSxzZs3\nY/PmzYLt06dPx1dffeXN2xJCCCGE+JxYo5RAGIIcEeb4UN7TT0HdRNTW7WiukZkUgUhVMLYfqma3\nXbM0C0GXg6jYyBD0G2yNUNq79IKgrq7F0SQlMTYUUomEN7h8amYM1i7MZIO6Pcdq2dsAeOv23OGO\nNGCDOk4gKja8fDwJ51yM6dXZgzrH1zFUKUeoUoEoVTC6+oywDDBuO5b6528nQgghhJBRFqYUNkox\ncIO6IP/82BQWooBUAlgZQKc3wzJghXycdQwk7nGDujR1OKZOiuEFddyGG/FRIWx3y45uAyY7phyA\nYRic4DQqWT4rFTetmoI9R2txsqwNDBhsvr4QMRFKqEIU6NObYWUcmSYAyMuM8eiYgzk/T/bul86Z\nuvGM22CpvVuPc1UdgqAOANSxoexYipYOHVzxz99OhBBCCCGjjFt+2W8ww2yxwmSxtRqXSPjd+vyJ\nTCqBKjSILb3s7TchOnx8fyAmfNzyy/TEcCTHqbCoMAknLrTiJ9dOZ9d9AkBspON7481t56AKVSD/\n8iy4f3x9EQdON7KPT50Ug2CFDOuXZGH9Ev6MxoUFSfjmWB17XyaV4JbVubhmqfgsR2f2cmbAMXx8\nombqjp/X8AauA7bySwBIig1DWa2tMVNLRz9iXURvFNQRQgghhACQyaQICZZDb7SAYcBbk6QMkvv1\n+p6IMEdQ16OzBXVltZ3QGSyYNSXer4+deEenN6NXbwuK5DIpkmLDIJVK8Ns758FqZSCV8r/2+ZNi\n2WCsobUPv3n5IG5amYOIsCB8uKec3W/ZrBTMzk1w+b5LZqbwgrp/W5mDf7/K83mNvDV1ZvE1deNZ\nOKfcW4y93Fsd61hX19KhQ6yLwQEU1BFCCCGEXKYKVbDr6Nq0juYP/rqezs65WUppRTseffUQGAb4\nj5tnCuaFkfGDOyg8NUHFG9btHNABwMq5aTCaLHh7x3nojbZg6uO9l3j7zJmqxgO3CDtjcs3IjkOa\nOhz1ml5kJIbj5pVThnTcSk75paNRygTK1A0y39L+/0+KDWO3tXT0Y5pa/Gvi37+hCCGEEEJGkSpE\nwQ5Rbu9yNCUICfbP0ks756Du/V0X2Q6Gb207R0HdOFbb4phllq4OH3R/iUSC9UuyMG9aEv724Smc\nvtTGezx/Ugx+c8ecQddlymRSPHvfIpyr6kBRXgLbiMVT3HJmdk1dz8TJ1HF/ZsVkJkcCABJ5QZ0O\ngEp0f1pFSwghhBBymSrE8UGrjRPUKf08U8e96l/X0svrYNjbb6ZRB+PY+epO9vaklEiPnxcfHYJH\nN81DmtoRJGQlR+LxexbwsmjuxEQosXRmCrv+ayi42W97t9mJlKkLCZZDJpJJtZt8+WuZpg5nA2Z3\nFQMU1BFCCCGEXMYda9Cq5Wbq/Duo4171f3/XRcHjJ8taR/NwyChhGAYlFe3s/YLJsUN6vjJYjkc3\nzce0rFjMzVfjqXsX8BoGjSRuw5bOHgMYhuFn6sZ5sx+JRMJrlsIVpJAhOd4WbEeEBeGXt87GlUWp\n+Mm1012+nn//hiKEEEIIGUVRnOxAU1sfe9vTzMVY4c6qE3PivAZXzE51uw8JPM0dOrZMOCRYjuzU\nqCG/Rkq8Cs//fImvD21QoUoFQoJl0BsHYLZY0dVnRLfOEdRFjfNMHWBrltLFaQ5jNykpgpfFW1yY\njMWFyQCAzmbB7gAoU0cIIYQQworlrOPhBnWhfp6pS1UL19lwhzuXVrYJHieBr5STpZuWFctrkhII\nYiIcg8qrG3vYdaARYUETYtaiq2YpYj/Pgxn/Z4sQQgghxEPckrD2bs5IAz8P6ubkqXHzqinInxSD\nmTnx+Pm/zcA/freWvdrf2WPkDVIngalHZ8K7Oy/g4JlGMAyD0+WOYL0wO24Mj2x4uD9v5fVa9vZ4\nX09n5yqoGyzzLsa/f0MRQgghhIwibuaAy9/X1EmlEty+dqpguzomFE3tOgC2Ur1JyZ430iCjp7ld\nh1ZtPwomx4mOIbD724encPRcCwDgqnnp7G0AmDklfsSP09e4QR03QLWvJxvvuB1A7aRSCa5eMPRu\ntf79G4oQQgghZBTFRIo3Z1D6+UgDVxLjwtigroWCOr/U2tmP+1/cB8uAFbevnYqbVznmvR041Yj3\nd19EfFQIVsxJ4wVx3MHfyTEKZCZFjOpx+0JspOMiyrmqDvZ2RmLg/V+Gwz6fz27ThnxkJkcOK6il\noI4QQggh5LIYF7Ox/H1NnSvJsWE4efl2SUU7MpIikBw3MbIggeLgmUZYBqwAgHd3XsA1y7IQrJDh\n7e3n8cm3FQCAhtY+nCp3vS5yfq7K7aBwfxXr4iJKIAaow+Ec1N1wZc6wXyswf0MRQgghhIyA8FAF\n5DIp+yHbzt/X1LmSGOcYXLztYDW2HazGkz9ZgDlT1WN4VISrpaOfd/+m324f9DmzcxPYMRXR4cGY\nlh46Isc20lwFdemJgw9RHw+y06LY4e/ejpKgRimEEEIIIZdJJBLREkx/X1PnSlJsmGDbSx+dHoMj\nIa7UaXrdPp6mDsf8aYmwJ+KykiPx5E8W4IFbZmHxjGQ8smke5LLAy9IB/PJLO4VciuQ44ffteHTj\nihwkxYUhLESBJ+5Z4NVrBeZvKEIIIYSQERIboURrJz974u9z6lxJEvlw3NljQG1zDzImSImbP2MY\nBrXNPS4fT4oNw3//v6UIVSpQ09yDC9UdmD89CVKpBCvmpGPFnHQAQHF79Wgdsk+JZerS1OEBN5ph\nuFQhCrz6m5UYsFqhkHu3bjcwf0MRQgghhIwQsUxdoK6pU8eIl+V9faQGm28oHN2DIQKdPQb06c3s\n/ZBgGfInxSIkWA6d3oyfXleAUKWtLC8zKWLcrTWLUgVDKgGsjGPbePs/DkYqlUAq9b4RU2D+hiKE\nEEIIGSGxIs1SArX7ZZBC/LiPnm/BNcsmgwFDjVNGQXuXHo1tfZjOGRCu7TXg/748x+4zNTMGL/xi\nSUA2PBkumUyKqPBgdPYY2W05aVFjeESBa2LkNgkhhBBCPCTWATNQG6UAwKLCJMG2Nq0e9/5hDzb/\nYS9KK9rH4Kgmjq5eI37xx3147NXDeH93GQBb2eXTr/+A/acb2f3SE8MnVEBnN2dqIgBAKgGuLErF\nyrnpY3xEgSlwf0MRQgghhIyA2Chh84ZAbZQCAPdcMx3xUaHIy4zG+7vKUO/UmOPVz0rw91+tGKOj\nG/++P9UAncECAPhoTzl+fHUeLtV3obKhm7ffRJnN5uz+GwuxbFYKkuNUiI8W/uwRzwTubyhCCCGE\nkBEwMyceQXIpTBbHWINADuoSokPxk2unAwAOnG4UBHV1Le67LxLvOJ/vhtY+7D/VyNsWppSLZlQn\nAplMihk58WN9GAGPyi8JIYQQQjiiwoOxah6/BCxQu186S1OLz//SGy2jfCQTR3mdlnf/VHkrDnDK\nLn9x00y8/uhVou39CfEUBXWEEEIIIU6uvyKbvR2pCoJCPj4+MqW7COoqGrpG+UgmBr3RIhhZ8OZX\n59HZYwBg+95aNTcNqtCgsTg8Mo6Mj99QhBBCCCE+lBgbhgdumYX8STG4bxy1/neVqbvklE0ivnGp\nXstr1w8AlgFHWe/yWakTZiYbGVnjo5aAEEIIIcTHuMOdx4uUePHxBeV1lKkbCWW1roNluUzKywgT\n4g26NEAIIYQQMkG4mltXUtHGyyBxff59Je546mu8tc02U41hGHR06zHgnIIiAhdrHEHdqrnpvPO/\nZkEG4kQ6rRIyHF4FdS+++CLWrl2La6+9Fv/xH/+Bvr4+9rEtW7Zg9erVWLt2LQ4ePMhuP3fuHDZu\n3Ig1a9bgueee8+btCSGEEELIEN13QyGkUgmmZsYgJiIYANDbb8bp8jZ2H22vAb9/6xg2PvgF3vjy\nLLS9RnzybQU6uvV45ZMS3PW73Xh66xFYKbBziWEYlNV1svdvuDIbj989D/HRIchJi8Itq3PH8OjI\neONVULdkyRJs374dX3zxBTIyMrBlyxYAQEVFBXbu3IkdO3Zg69atePrpp8Ewth/6p556Cs899xx2\n7dqFmpoaHDhwwPv/BSGEEEII8cj6xZPwwTNr8cIvlmDZrFR2+/5TDeztz7+rxJHSZsFzL9V3YeeR\nG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       "source": "display",
       "text": [
        "<matplotlib.figure.Figure at 0x9708d50>"
       ]
      }
     ]
    },
    {
     "cell_type": "markdown",
     "id": "9370E78899DF47818E25C42622CC9124",
     "metadata": {},
     "source": [
      "\u4ece\u4ef7\u683c\u8d70\u52bf\u56fe\u6765\u770b\uff0c\u5229\u6da6\u8d70\u52bf\u4e0d\u53ef\u80fd\u6301\u7eed\u7ef4\u6301\u5728\u9ad8\u4f4d\u6216\u4f4e\u4f4d\u3002\u8fd9\u662f\u56e0\u4e3a\uff0c\u5f53\u5229\u6da6\u8fbe\u5230\u6781\u9ad8\u503c\u65f6\uff0c\u4e00\u65b9\u9762\u94a2\u5382\u4f1a\u52a0\u901f\u751f\u4ea7\uff0c\u4f9b\u7ed9\u589e\u52a0\u5219\u4ef7\u683c\u964d\u4f4e\uff0c\u53e6\u4e00\u65b9\u9762\u94c1\u77ff\u77f3\uff0c\u7126\u70ad\u7b49\u539f\u6750\u6599\u4ef7\u683c\u4f1a\u4e0a\u6da8\uff0c\u4ece\u800c\u538b\u7f29\u5229\u6da6\u7a7a\u95f4\uff1b\u5f53\u5229\u6da6\u8fbe\u5230\u6781\u4f4e\u503c\u65f6\uff0c\u4e00\u65b9\u9762\u94a2\u5382\u4f1a\u56e0\u6301\u7eed\u4e8f\u635f\u800c\u51cf\u4ea7\uff0c\u4ea7\u91cf\u51cf\u5c11\u5c06\u652f\u6491\u4ef7\u683c\uff0c\u53e6\u4e00\u65b9\u9762\u4e0a\u6e38\u4f01\u4e1a\u8bae\u4ef7\u80fd\u529b\u66f4\u5f31\uff0c\u539f\u6750\u6599\u4ef7\u683c\u627f\u538b\u8d70\u4f4e\uff0c\u4ece\u800c\u4f7f\u5229\u6da6\u9010\u6e10\u56de\u5347\u3002\u5f53\u76d8\u9762\u5229\u6da6\u8d85\u8fc7300\u5143\u65f6\uff0c\u53ef\u4ee5\u505a\u7a7a\u5229\u6da6\uff0c\u5373\u5356\u87ba\u7eb9\uff0c\u4e70\u94c1\u77ff\u77f3\u548c\u7126\u70ad\uff0c\u5f53\u76d8\u9762\u5229\u6da6\u4f4e\u4e8e200\u5143\u65f6\uff0c\u53c8\u53ef\u4ee5\u505a\u591a\u5229\u6da6\uff0c\u5373\u4e70\u87ba\u7eb9\uff0c\u5356\u94c1\u77ff\u77f3\u548c\u7126\u70ad\u3002"
     ]
    },
    {
     "cell_type": "markdown",
     "id": "DD5746F92C8B47188ED91389C258F001",
     "metadata": {},
     "source": [
      "## \u4e09\u3001\u5957\u5229\u6bd4\u4f8b\u7684\u786e\u5b9a\n",
      "---\n",
      "\u9996\u5148\uff0c\u4ece\u4ea7\u4e1a\u7ed3\u6784\u8ba1\u7b97\u4ea7\u51fa\u6bd4\uff0c\u6bd4\u5982\u87ba\u7eb9\uff1a\u94c1\u77ff\uff1a\u7126\u70ad=1\u5428\uff1a1.6\u5428\uff1a0.5\u5428\uff1b\u5176\u6b21\uff0c\u6309\u7167\u5408\u7ea6\u89c4\u5b9a\u7684\u5b9e\u9645\u6570\u91cf\u76841:1\u6765\u786e\u5b9a\uff0c\u5f53\u524d\u87ba\u7eb9\uff1a\u94c1\u77ff\uff1a\u7126\u70ad=1:10:10(\u87ba\u7eb9\u671f\u8d27\u5408\u7ea6\u4e3a10\u5428/\u624b\uff0c\u94c1\u77ff\u548c\u7126\u70ad\u671f\u8d27\u5408\u7ea6\u5747\u4e3a100\u5428/\u624b\u3002\u6700\u540e\uff0c\u786e\u5b9a\u5957\u5229\u6bd4\u4f8b\u4e5f\u9700\u8981\u8003\u8651\u5404\u54c1\u79cd\u7684\u6ce2\u52a8\u7387\u7684\u4e0d\u540c\u3002\u7efc\u5408\u4e0a\u8ff0\u56e0\u7d20\uff0c\u8fd9\u6837\u5927\u81f4\u53ef\u4ee5\u786e\u5b9a\u87ba\u7eb9\u3001\u94c1\u77ff\u3001\u7126\u70ad\u4e09\u8005\u7684\u624b\u6570\u914d\u6bd4\u4e3a20:3:1\u3002\u521d\u59cb\u8d44\u91d1\u8bbe\u4e3a15w\u3002"
     ]
    },
    {
     "cell_type": "markdown",
     "id": "C1BBFBF7CEE24F758049FE37C152AE9D",
     "metadata": {},
     "source": [
      "## \u56db\u3001\u5177\u4f53\u64cd\u4f5c\n",
      "---\n",
      "\u5408\u7ea6\u9009\u53d6\uff1a\n",
      "* \u87ba\u7eb9\uff0c\u94c1\u77ff\uff0c\u7126\u70ad\u4e3b\u529b\u5408\u7ea6\n",
      "\n",
      "\u7b56\u7565\u903b\u8f91\uff1a\n",
      "* \u5f53\u76d8\u9762\u5229\u6da6\u9ad8\u4e8e300\u65f6\uff0c\u505a\u7a7a\u87ba\u7eb9\uff0c\u505a\u591a\u94c1\u77ff\u77f3\u4e0e\u7126\u70ad\uff1b\u5f53\u76d8\u9762\u5229\u6da6\u4f4e\u4e8e100\u65f6\uff0c\u82e5\u87ba\u7eb9\u6709\u7a7a\u4ed3\uff0c\u5219\u5e73\u6389\u6240\u6709\u4ed3\u4f4d\u3002\n",
      "* \u5f53\u76d8\u9762\u5229\u6da6\u4f4e\u4e8e-200\u65f6\uff0c\u505a\u591a\u87ba\u7eb9\uff0c\u505a\u7a7a\u94c1\u77ff\u77f3\u4e0e\u7126\u70ad\uff1b\u5f53\u76d8\u9762\u5229\u6da6\u9ad8\u4e8e100\u65f6\uff0c\u82e5\u87ba\u7eb9\u6709\u591a\u4ed3\uff0c\u5219\u5e73\u6389\u6240\u6709\u4ed3\u4f4d\u3002\n",
      "* \u5f53\u4e3b\u529b\u5207\u6362\u65f6\uff0c\u5e73\u6389\u6240\u6709\u4ed3\u4f4d\n",
      "\n",
      "\u521d\u59cb\u8d44\u91d1\uff1a\n",
      "* 30w\n",
      "\n",
      "\u56de\u6d4b\u65f6\u95f4\uff1a\n",
      "* \u81ea\u94c1\u77ff\u77f3\u54c1\u79cd\u4e0a\u5e02\u4ee5\u6765"
     ]
    },
    {
     "cell_type": "strategy",
     "collapsed": false,
     "has_detail": true,
     "id": "61600FE7C0544EF1A49A801A6BE46E8F",
     "input": "import re\nimport talib\nimport pandas as pd\nimport numpy as np\nimport quartz_futures as qf\nfrom quartz_futures.api import *\n\nuniverse = ['RBM0', 'IM0', 'JM0']                          # \u7b56\u7565\u671f\u8d27\u5408\u7ea6\nstart = '2013-11-01'                       # \u56de\u6d4b\u5f00\u59cb\u65f6\u95f4\nend  = '2017-12-31'                       # \u56de\u6d4b\u7ed3\u675f\u65f6\u95f4\n# capital_base = 300000                     # \u521d\u8bd5\u53ef\u7528\u8d44\u91d1\nrefresh_rate = 1                          # \u8c03\u4ed3\u5468\u671f\nfreq = 'd'                                 # \u8c03\u4ed3\u9891\u7387\uff1am-> \u5206\u949f\uff1bd-> \u65e5\n# marg\ndiff = deque([], maxlen=10)\naccounts = {\n    'futures_account': AccountConfig(account_type='futures', capital_base=300000)\n}\ndef initialize(context):           # \u521d\u59cb\u5316\u865a\u62df\u671f\u8d27\u8d26\u6237\uff0c\u4e00\u822c\u7528\u4e8e\u8bbe\u7f6e\u8ba1\u6570\u5668\uff0c\u56de\u6d4b\u8f85\u52a9\u53d8\u91cf\u7b49\u3002\n    context.symbol0 = 'RB1405'\n    context.symbol1 = 'I1405'\n    context.symbol2 = 'J1405'\n\ndef handle_data(context):          # \u56de\u6d4b\u8c03\u4ed3\u903b\u8f91\uff0c\u6bcf\u4e2a\u8c03\u4ed3\u5468\u671f\u8fd0\u884c\u4e00\u6b21\uff0c\u53ef\u5728\u6b64\u51fd\u6570\u5185\u5b9e\u73b0\u4fe1\u53f7\u751f\u4ea7\uff0c\u751f\u6210\u8c03\u4ed3\u6307\u4ee4\u3002\n    futures_account = context.get_account('futures_account')\n    long_position_0 = futures_account.get_positions().get(context.symbol0, dict()).get('long_amount', 0)\n    short_position_0 = futures_account.get_positions().get(context.symbol0, dict()).get('short_amount', 0)\n\n    long_position_1 = futures_account.get_positions().get(context.symbol1, dict()).get('long_amount', 0)\n    short_position_1 = futures_account.get_positions().get(context.symbol1, dict()).get('short_amount', 0)\n\n    long_position_2 = futures_account.get_positions().get(context.symbol2, dict()).get('long_amount', 0)\n    short_position_2 = futures_account.get_positions().get(context.symbol2, dict()).get('short_amount', 0)\n    if context.get_symbol(universe[0]) != context.symbol0 or context.get_symbol(universe[1]) != context.symbol1 or context.get_symbol(universe[2]) != context.symbol2:\n        if long_position_0 != 0:\n            # print futures_account.current_date, '\u4e3b\u529b\u66f4\u6362\uff0c \u5e73\u4ed3'\n            futures_account.order(context.symbol0, -long_position_0, 'close')\n            futures_account.order(context.symbol1, short_position_1, 'close')\n            futures_account.order(context.symbol2, short_position_2, 'close')\n\n        if short_position_0 != 0:\n            # print futures_account.current_date, '\u4e3b\u529b\u66f4\u6362\uff0c \u5e73\u4ed3'\n            futures_account.order(context.symbol0, short_position_0, 'close')\n            futures_account.order(context.symbol1, -long_position_1, 'close')\n            futures_account.order(context.symbol2, -long_position_2, 'close')\n                      \n        context.symbol0 = context.get_symbol(universe[0])\n        context.symbol1 = context.get_symbol(universe[1])\n        context.symbol2 = context.get_symbol(universe[2])         \n    else:\n        context.symbol0 = context.get_symbol(universe[0])\n        context.symbol1 = context.get_symbol(universe[1])\n        context.symbol2 = context.get_symbol(universe[2])\n        close_hist0 = context.history(symbol=context.symbol0, field=['closePrice'], time_range=1)\n        close_hist1 = context.history(symbol=context.symbol1, field=['closePrice'], time_range=1)\n        close_hist2 = context.history(symbol=context.symbol2, field=['closePrice'], time_range=1)\n\n        close0 = np.array(close_hist0[context.symbol0]['closePrice'])[-1]\n        close1 = np.array(close_hist1[context.symbol1]['closePrice'])[-1]\n        close2 = np.array(close_hist2[context.symbol2]['closePrice'])[-1]\n        \n        if short_position_0  == 0 and close0 - 1.6 * close1 - 0.5 * close2 - 1100 > 300:\n            # print futures_account.current_date,  '\u505a\u7a7a\u87ba\u7eb9'\n            # print close0 - 1.6 * close1 - 0.5 * close2 - 1100\n            futures_account.order(context.symbol0, -20, 'open')\n            futures_account.order(context.symbol1, 3, 'open')\n            futures_account.order(context.symbol2, 1, 'open')\n            \n        if long_position_0  == 0 and close0 - 1.6 * close1 - 0.5 * close2 - 1100 < -250:\n            # print futures_account.current_date,  '\u505a\u591a\u87ba\u7eb9'\n            # print close0 - 1.6 * close1 - 0.5 * close2 - 1100\n            futures_account.order(context.symbol0, 20, 'open')\n            futures_account.order(context.symbol1, -3, 'open')\n            futures_account.order(context.symbol2, -1, 'open')\n            \n        # \u5e73\u4ed3 \n        if close0 - 1.6 * close1 - 0.5 * close2 - 1100 < 100:\n            if short_position_0 != 0:\n                # print futures_account.current_date, '\u5e73\u4ed3'\n                # print close0 - 1.6 * close1 - 0.5 * close2 - 1100\n                futures_account.order(context.symbol0, short_position_0, 'close')\n            if long_position_1 != 0:\n                futures_account.order(context.symbol1, -long_position_1, 'close')\n            if long_position_2 != 0:\n                futures_account.order(context.symbol2, -long_position_2, 'close')\n        if close0 - 1.6 * close1 - 0.5 * close2 - 1100 > 100:\n            if long_position_0 != 0:\n                # print futures_account.current_date, '\u5e73\u4ed3'\n                # print close0 - 1.6 * close1 - 0.5 * close2 - 1100\n                futures_account.order(context.symbol0, short_position_0, 'close')\n            if short_position_1 != 0:\n                futures_account.order(context.symbol1, -long_position_1, 'close')\n            if short_position_2 != 0:\n                futures_account.order(context.symbol2, -long_position_2, 'close')\n                ",
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "metadata": {},
       "output_type": "pyout",
       "prompt_number": 10,
       "text": "'{\"information\": -0.35514, \"benchmark_cumulative_return\": {\"1419897600000\": 0.4565955547, \"1398038400000\": -0.0785560218, \"1477008000000\": 0.4019092395, \"1468368000000\": 0.3830055777, \"1506038400000\": 0.6167578316, \"1408492800000\": -0.0031933, \"1492560000000\": 0.4516775778, \"1402876800000\": -0.0766139225, \"1435104000000\": 1.0558979155, \"1405900800000\": -0.087381831, \"1459468800000\": 0.3573188919, \"1477440000000\": 0.4133090676, \"1486944000000\": 0.4476328295, \"1410393600000\": 0.0209502384, \"1496188800000\": 0.4714812615, \"1469059200000\": 0.3702218459, \"1384992000000\": 0.015279814, \"1415232000000\": 0.0557563655, \"1420761600000\": 0.4941610636, \"1399420800000\": -0.0995905162, \"1476057600000\": 0.3876400755, \"1429488000000\": 0.9049930068, \"1458604800000\": 0.3589597762, \"1477958400000\": 0.4151003488, \"1389744000000\": -0.0694184655, \"1449187200000\": 0.5492947778, \"1469664000000\": 0.3569995619, \"1419552000000\": 0.4516623696, \"1472688000000\": 0.3908872993, \"1433721600000\": 1.2554260823, \"1478476800000\": 0.4140640008, \"1427760000000\": 0.7066882362, \"1420588800000\": 0.5350546821, \"1442361600000\": 0.3941189357, \"1394064000000\": -0.084293851, \"1450828800000\": 0.6288277472, \"1480550400000\": 0.5018772223, \"1409011200000\": -0.0209081105, \"1509062400000\": 0.6943732201, \"1406678400000\": -0.0217843722, \"1396569600000\": -0.0793058996, \"1437696000000\": 0.7593814772, \"1442448000000\": 0.3636819001, \"1488931200000\": 0.4528802892, \"1490659200000\": 0.4617601486, \"1501632000000\": 0.5843707345, \"1385078400000\": 0.0102118194, \"1422403200000\": 0.4851456785, \"1471219200000\": 0.429580574, \"1456704000000\": 0.2122183745, \"1483660800000\": 0.4103040797, \"1403049600000\": -0.0899347859, \"1458172800000\": 0.3161636587, \"1513296000000\": 0.6770536542, \"1513555200000\": 0.6789222823, \"1401753600000\": -0.0942823922, \"1400112000000\": -0.0967426655, \"1481587200000\": 0.4344724736, \"1446422400000\": 0.4643521561, \"1484265600000\": 0.3986114622, \"1508889600000\": 0.6754077987, \"1486512000000\": 0.4253104831, \"1493337600000\": 0.4490980402, \"1405382400000\": -0.0837251234, \"1463961600000\": 0.3005843149, \"1409097600000\": -0.0194294188, \"1487030400000\": 0.4474344068, \"1453852800000\": 0.2344977504, \"1504051200000\": 0.6153128844, \"1416873600000\": 0.1313718551, \"1509926400000\": 0.6939190806, \"1461283200000\": 0.3375212746, \"1398124800000\": -0.0745328008, \"1392940800000\": -0.0461006353, \"1489017600000\": 0.4437018688, \"1385942400000\": 0.0189870751, \"1478044800000\": 0.4042734611, \"1429228800000\": 0.9362603845, \"1466121600000\": 0.310330199, \"1414108800000\": 0.0071575417, \"1448582400000\": 0.4984884485, \"1485129600000\": 0.4172189643, \"1397088000000\": -0.0421111167, \"1498608000000\": 0.5360558954, \"1397692800000\": -0.0627369698, \"1462233600000\": 0.3537991001, \"1480636800000\": 0.4866770301, \"1482969600000\": 0.3892813811, \"1474329600000\": 0.3722776907, \"1450742400000\": 0.6331888344, \"1423526400000\": 0.4352745901, \"1417046400000\": 0.1604106634, \"1493251200000\": 0.45203318, \"1500940800000\": 0.5669746221, \"1416528000000\": 0.0883591999, \"1508457600000\": 0.6543029506, \"1406851200000\": -0.0186711154, \"1451865600000\": 0.4614470114, \"1452643200000\": 0.3295076926, \"1459123200000\": 0.3353419948, \"1509667200000\": 0.6820424903, \"1471910400000\": 0.4078450702, \"1461110400000\": 0.3401016127, \"1402963200000\": -0.0859621185, \"1395273600000\": -0.120801948, \"1480291200000\": 0.4892577895, \"1400544000000\": -0.1086690932, \"1499731200000\": 0.5464370692, \"1431648000000\": 0.9452462801, \"1452124800000\": 0.3878570345, \"1401408000000\": -0.0915272231, \"1444262400000\": 0.3887408793, \"1437004800000\": 0.6840048531, \"1479254400000\": 0.4448174174, \"1418601600000\": 0.3553536222, \"1494460800000\": 0.4140867078, \"1418947200000\": 0.4252607721, \"1510099200000\": 0.7053425425, \"1474848000000\": 0.3566402103, \"1490227200000\": 0.4584610653, \"1401321600000\": -0.0920748867, \"1444608000000\": 0.4524430009, \"1394409600000\": -0.1162437019, \"1430697600000\": 1.0169775711, \"1395187200000\": -0.1065205669, \"1405036800000\": -0.0950870364, \"1494806400000\": 0.4320112313, \"1432598400000\": 1.1901993495, \"1404864000000\": -0.0947921406, \"1437609600000\": 0.7907777665, \"1469404800000\": 0.3611061962, \"1397174400000\": -0.0434128709, \"1466553600000\": 0.3202740846, \"1487548800000\": 0.4624273293, \"1509580800000\": 0.6839114554, \"1439769600000\": 0.7179246078, \"1429833600000\": 0.9811266704, \"1406505600000\": -0.0209881536, \"1449792000000\": 0.5200019379, \"1498521600000\": 0.5480828404, \"1450396800000\": 0.5873451797, \"1450915200000\": 0.6132492459, \"1512086400000\": 0.6843336619, \"1386115200000\": 0.0427261851, \"1493942400000\": 0.424999663, \"1452211200000\": 0.4161581821, \"1390435200000\": -0.0597500969, \"1435708800000\": 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      }
     ],
     "trading_days": ""
    },
    {
     "cell_type": "markdown",
     "id": "3AC3320C59AB488491B1879DE251D9BE",
     "metadata": {},
     "source": [
      "## \u4e94\u3001 \u7b56\u7565\u8bc4\u4ef7\n",
      "---\n",
      "1. \u865a\u62df\u94a2\u5382\u5957\u5229\u7b56\u7565\u662f\u57fa\u4e8e\u57fa\u672c\u9762\u903b\u8f91\u7684\u5957\u5229\u7b56\u7565\uff0c\u5982\u679c\u57fa\u672c\u9762\u53d1\u751f\u91cd\u5927\u53d8\u5316\uff0c\u5e94\u53ca\u65f6\u6b62\u635f\u6b62\u76c8\u3002\n",
      "2. \u53ef\u4ee5\u770b\u5230\u7b56\u7565\u7684\u672c\u8d28\u5176\u5b9e\u662f\u4e00\u4e2a\u56fa\u5b9a\u4e86\u4e0a\u4e0b\u8f68\u9053\u7684\u7a81\u7834\u7b56\u7565\uff0c\u5176\u4e0a\u4e0b\u8f68\u7684\u786e\u5b9a\u662f\u6839\u636e\u6a21\u62df\u94a2\u5382\u751f\u4ea7\u7684\u5229\u6da6\u4f20\u5bfc\u673a\u5236\u8fdb\u884c\u786e\u5b9a\u7684\n",
      "3. \u5f53\u524d\u4f4e\u8ff7\u7684\u5e02\u573a\u60c5\u51b5\u4e0b\uff0c\u94a2\u4f01\u5408\u7406\u5229\u7528\u671f\u8d27\u5e02\u573a\u8fdb\u884c\u5957\u671f\u4fdd\u503c\u3001\u7ba1\u63a7\u98ce\u9669\u5177\u6709\u73b0\u5b9e\u610f\u4e49\n",
      "4. \u4ea4\u6613\u6b21\u6570\u8f83\u5c11"
     ]
    }
   ],
   "metadata": {}
  }
 ]
}